From 1fab08f30b54b565ee71911486d601c3a7701d43 Mon Sep 17 00:00:00 2001 From: Marcello Galli Date: Sun, 29 Dec 2019 19:14:04 +0100 Subject: [PATCH] Initial commit by Marcello Galli --- LICENSE | 1 + README.md | 31 + code/poster_sesto_95.ps | 43245 ++++++++++++++++++++++++++++++++++++++ code/xsig.for | 9393 +++++++++ code/xsig.pdf | Bin 0 -> 28501 bytes codemeta.json | 31 + 6 files changed, 52701 insertions(+) create mode 100644 LICENSE create mode 100644 README.md create mode 100755 code/poster_sesto_95.ps create mode 100755 code/xsig.for create mode 100644 code/xsig.pdf create mode 100644 codemeta.json diff --git a/LICENSE b/LICENSE new file mode 100644 index 0000000..f9c9132 --- /dev/null +++ b/LICENSE @@ -0,0 +1 @@ +This software is in the public domain. diff --git a/README.md b/README.md new file mode 100644 index 0000000..d2ce3d8 --- /dev/null +++ b/README.md @@ -0,0 +1,31 @@ +xsig +======= + +Fourier Transform methods to fit the spectrum of a galaxy against a template star +--------------------------------------------------------------------------------- + +This FORTRAN program, of about nine thousand lines, +was written by Marcello Galli, between 1994 and 1996, +in the framework of an international +collaboration to measure the average width of galaxy +spectral lines compared to a template stellar spectra. +This is an indirect method to somewhat measure the +galaxy mass and have some ideas about galaxy distances +and motions. The project was abandoned around 1996, +due to difficulties in obtaining enough good spectra +with 1.5 meter class optical telescopes. + +The work was presented in the poster section of the +Sesto Pusteria Sait congress, in july of 1995. +The text of the poster is in the "code" folder, +along with the source code; it deals mainly +on systematic effects and observational problems. + +The program is written in VAX FORTRAN for +VAX/VMS mini computers. It could be used in an interactive way, +(obviously giving textual commands) and implemented a +number of filters and Fourier methods to analyze the spectra. + +It is here as an example of VAX FORTRAN usage, +to be included in the collection of the +[*Software Heritage*] project (https://www.softwareheritage.org/). diff --git a/code/poster_sesto_95.ps b/code/poster_sesto_95.ps new file mode 100755 index 0000000..2bdd8b1 --- /dev/null +++ b/code/poster_sesto_95.ps @@ -0,0 +1,43245 @@ +%!PS-Adobe-2.0 +%%Creator: This is dvips, version 5.35 (C) 1986-90 Radical Eye Software +%%Title: poster_sesto_95.dvi +%%Pages: 5 1 +%%BoundingBox: 0 0 612 792 +%%EndComments +%%BeginProcSet: tex.pro +/TeXDict 200 dict def TeXDict begin /N /def load def /B{bind def}N +/islandscape false N /vsize 10 N /@rigin{islandscape{[0 1 -1 0 0 0]concat}if +72 Resolution div 72 VResolution div neg scale Resolution VResolution vsize +neg mul translate}B /@letter{/vsize 10 N}B /@landscape{/islandscape true N +/vsize -1 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394 L +2116 395 L +2114 400 L +2111 403 L +2108 405 L +CS [] 0 setdash M +CS [6 12] 0 setdash M +388 623 M 589 757 L +923 800 L +1255 817 L +1592 826 L +2260 823 L +1592 459 M CS [] 0 setdash M +1592 442 M CS [6 12] 0 setdash M +1592 470 M 1738 470 L +CS [] 0 setdash M +1794 465 M 1778 465 L +1773 463 L +1770 458 L +1768 454 L +1768 449 L +1770 446 L +1772 444 L +1775 442 L +1778 442 L +1783 444 L +1786 449 L +1788 454 L +1788 458 L +1786 462 L +1784 463 L +1781 465 L +1778 465 M 1775 463 L +1772 458 L +1770 454 L +1770 447 L +1772 444 L +1778 442 M 1781 444 L +1784 449 L +1786 454 L +1786 460 L +1784 463 L +1794 463 L +1802 447 M 1801 446 L +1802 445 L +1803 446 L +1802 447 L +1802 440 M 1802 427 L +1803 440 M 1803 427 L +1799 440 M 1803 440 L +1799 427 M 1806 427 L +1813 440 M 1813 427 L +1814 440 M 1814 427 L +1814 437 M 1815 439 L +1818 440 L +1820 440 L +1823 439 L +1824 437 L +1824 427 L +1820 440 M 1822 439 L +1823 437 L +1823 427 L +1810 440 M 1814 440 L +1810 427 M 1816 427 L 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L +1978 462 L +1983 463 L +1984 466 L +1984 471 L +1983 474 L +1978 476 L +1971 476 L +1968 474 L +1967 471 L +1967 466 L +1968 463 L +1971 462 L +1978 462 M 1981 463 L +1983 466 L +1983 471 L +1981 474 L +1978 476 L +1971 462 M 1967 460 L +1965 458 L +1963 455 L +1963 449 L +1965 446 L +1967 444 L +1971 442 L +1978 442 L +1983 444 L +1984 446 L +1986 449 L +1986 455 L +1984 458 L +1983 460 L +1978 462 L +1971 462 M 1968 460 L +1967 458 L +1965 455 L +1965 449 L +1967 446 L +1968 444 L +1971 442 L +1978 442 M 1981 444 L +1983 446 L +1984 449 L +1984 455 L +1983 458 L +1981 460 L +1978 462 L +2010 473 M 2010 442 L +2011 476 M 2011 442 L +2011 476 M 1994 452 L +2019 452 L +2005 442 M 2016 442 L +2031 446 M 2029 444 L +2031 442 L +2032 444 L +2031 446 L +2052 476 M 2047 474 L +2045 471 L +2045 466 L +2047 463 L +2052 462 L +2058 462 L +2063 463 L +2064 466 L +2064 471 L +2063 474 L +2058 476 L +2052 476 L +2048 474 L +2047 471 L +2047 466 L +2048 463 L +2052 462 L +2058 462 M 2061 463 L 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485 L +1875 506 M 1875 489 L +1876 486 L +1878 485 L +1880 485 L +1882 486 L +1883 488 L +1876 506 M 1876 489 L +1877 486 L +1878 485 L +1872 499 M 1880 499 L +1891 520 M 1920 520 L +1891 510 M 1920 510 L +1933 528 M 1934 526 L +1933 525 L +1931 526 L +1931 528 L +1933 531 L +1934 533 L +1939 534 L +1946 534 L +1950 533 L +1952 530 L +1952 525 L +1950 522 L +1946 520 L +1941 520 L +1946 534 M 1949 533 L +1950 530 L +1950 525 L +1949 522 L +1946 520 L +1949 518 L +1952 515 L +1954 512 L +1954 507 L +1952 504 L +1950 502 L +1946 501 L +1939 501 L +1934 502 L +1933 504 L +1931 507 L +1931 509 L +1933 510 L +1934 509 L +1933 507 L +1950 517 M 1952 512 L +1952 507 L +1950 504 L +1949 502 L +1946 501 L +1983 530 M 1981 528 L +1983 526 L +1984 528 L +1984 530 L +1983 533 L +1979 534 L +1975 534 L +1970 533 L +1967 530 L +1965 526 L +1963 520 L +1963 510 L +1965 506 L +1968 502 L +1973 501 L +1976 501 L +1981 502 L +1984 506 L +1986 510 L +1986 512 L +1984 517 L +1981 520 L +1976 522 L +1975 522 L +1970 520 L +1967 517 L +1965 512 L +1975 534 M 1971 533 L +1968 530 L +1967 526 L +1965 520 L +CS M +1965 510 L +1967 506 L +1970 502 L +1973 501 L +1976 501 M 1979 502 L +1983 506 L +1984 510 L +1984 512 L +1983 517 L +1979 520 L +1976 522 L +1997 528 M 1999 526 L +1997 525 L +1995 526 L +1995 528 L +1997 531 L +1999 533 L +2003 534 L +2010 534 L +2015 533 L +2016 530 L +2016 525 L +2015 522 L +2010 520 L +2005 520 L +2010 534 M 2013 533 L +2015 530 L +2015 525 L +2013 522 L +2010 520 L +2013 518 L +2016 515 L +2018 512 L +2018 507 L +2016 504 L +2015 502 L +2010 501 L +2003 501 L +1999 502 L +1997 504 L +1995 507 L +1995 509 L +1997 510 L +1999 509 L +1997 507 L +2015 517 M 2016 512 L +2016 507 L +2015 504 L +2013 502 L +2010 501 L +2031 504 M 2029 502 L +2031 501 L +2032 502 L +2031 504 L +2063 530 M 2061 528 L +2063 526 L +2064 528 L +2064 530 L +2063 533 L +2060 534 L +2055 534 L +2050 533 L +2047 530 L +2045 526 L +2044 520 L +2044 510 L +2045 506 L +2048 502 L +2053 501 L 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547 L +1876 564 M 1876 548 L +1877 545 L +1878 544 L +1872 557 M 1880 557 L +1891 578 M 1920 578 L +1891 569 M 1920 569 L +1933 586 M 1934 585 L +1933 583 L +1931 585 L +1931 586 L +1933 590 L +1934 591 L +1939 593 L +1946 593 L +1950 591 L +1952 590 L +1954 586 L +1954 583 L +1952 580 L +1947 577 L +1939 574 L +1936 572 L +1933 569 L +1931 564 L +1931 559 L +1946 593 M 1949 591 L +1950 590 L +1952 586 L +1952 583 L +1950 580 L +1946 577 L +1939 574 L +1931 562 M 1933 564 L +1936 564 L +1944 561 L +1949 561 L +1952 562 L +1954 564 L +1936 564 M 1944 559 L +1950 559 L +1952 561 L +1954 564 L +1954 567 L +1978 590 M 1978 559 L +1979 593 M 1979 559 L +1979 593 M 1962 569 L +1987 569 L +1973 559 M 1984 559 L +1997 586 M 1999 585 L +1997 583 L +1995 585 L +1995 586 L +1997 590 L +1999 591 L +2003 593 L +2010 593 L +2015 591 L +2016 590 L +2018 586 L +2018 583 L +2016 580 L +2011 577 L +2003 574 L +2000 572 L +1997 569 L +1995 564 L +1995 559 L +2010 593 M 2013 591 L +2015 590 L +2016 586 L +2016 583 L +2015 580 L +2010 577 L +2003 574 L +1995 562 M 1997 564 L +2000 564 L +2008 561 L +2013 561 L +2016 562 L +2018 564 L +2000 564 M 2008 559 L +2015 559 L +2016 561 L +2018 564 L +2018 567 L +2031 562 M 2029 561 L +2031 559 L +2032 561 L +2031 562 L +2058 590 M 2058 559 L +2060 593 M 2060 559 L +2060 593 M 2042 569 L +2068 569 L +2053 559 M 2064 559 L +CS [80 24] 0 setdash M +CS [6 12 32 12] 0 setdash M +388 929 M 589 875 L +923 858 L +1255 852 L +1592 849 L +2260 846 L +1592 634 M CS [] 0 setdash M +1592 618 M CS [6 12 32 12] 0 setdash M +1592 645 M 1738 645 L +CS [] 0 setdash M +1794 640 M 1778 640 L +1773 638 L +1770 634 L +1768 629 L +1768 624 L +CS M +1770 621 L +1772 619 L +1775 618 L +1778 618 L +1783 619 L +1786 624 L +1788 629 L +1788 634 L +1786 637 L +1784 638 L +1781 640 L +1778 640 M 1775 638 L +1772 634 L +1770 629 L +1770 622 L +1772 619 L +1778 618 M 1781 619 L +1784 624 L +1786 629 L +1786 635 L +1784 638 L +1794 638 L +1802 622 M 1801 621 L +1802 620 L 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+2063 650 L +2064 648 L +2066 645 L +2066 642 L +2064 638 L +2060 635 L +2052 632 L +2048 630 L +2045 627 L +2044 622 L +2044 618 L +2058 651 M 2061 650 L +2063 648 L +2064 645 L +2064 642 L +2063 638 L +2058 635 L +2052 632 L +2044 621 M 2045 622 L +2048 622 L +2056 619 L +2061 619 L +2064 621 L +2066 622 L +2048 622 M 2056 618 L +2063 618 L +2064 619 L +2066 622 L +2066 626 L +CS [6 12 32 12] 0 setdash M +stroke +grestore +showpage +end +%%EndDocument + @endspecial 83 1621 a(In)e(\014g.)k(3)14 b(\()h(upp)q(er)h(panel\))f(w)o(e)g +(ha)o(v)o(e)f(increased)j(to)d(10-11)g(the)h(limits)h(of)e(the)h(lo)o(w)f +(frequency)i(ramp)e(\014lter.)22 b(W)m(e)14 b(see)0 1671 y(that)i(the)g +(exclusion)i(of)d(the)h(frequency)h(range)f(7-10)f(results)i(in)g(a)e(larger) +i(a)o(v)o(erage)e(error)i(\()f(see)h(\014g.1)d(for)i(comparison\);)0 +1721 y(for)f fc(S=)n(N)k fa(\024)14 b fd(50,)h(the)h(increase)h(can)f(reac)o +(h)g(5\045,)f(stressing)i(the)f(fact)f(that)h(the)g(subtraction)h(of)d(con)o 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+2034 171 M 2034 171 F (2) T +2245 171 M 2245 171 F (4) T +1415 1131 M 2261 1131 L +1415 1131 M 1415 1094 L +1468 1131 M 1468 1113 L +1521 1131 M 1521 1113 L +1573 1131 M 1573 1113 L +1626 1131 M 1626 1094 L +1679 1131 M 1679 1113 L +1732 1131 M 1732 1113 L +1785 1131 M 1785 1113 L +1838 1131 M 1838 1094 L +1891 1131 M 1891 1113 L +1943 1131 M 1943 1113 L +1996 1131 M 1996 1113 L +2049 1131 M 2049 1094 L +2102 1131 M 2102 1113 L +2155 1131 M 2155 1113 L +2208 1131 M 2208 1113 L +2261 1131 M 2261 1094 L +1415 255 M 1415 1131 L +1415 255 M 1449 255 L +1415 313 M 1432 313 L +1415 372 M 1432 372 L +1415 430 M 1432 430 L +1415 488 M 1432 488 L +1415 547 M 1449 547 L +1415 605 M 1432 605 L +1415 664 M 1432 664 L +1415 722 M 1432 722 L +1415 780 M 1432 780 L +1415 839 M 1449 839 L +1415 897 M 1432 897 L +1415 956 M 1432 956 L +1415 1014 M 1432 1014 L +1415 1072 M 1432 1072 L +1415 1131 M 1449 1131 L +1355 227 M 1355 227 F (0) T +1355 519 M 1355 519 F (1) T +1355 812 M 1355 812 F (2) T +1355 1104 M 1355 1104 F (3) T +2261 255 M 2261 1131 L +2261 255 M 2226 255 L +2261 313 M 2243 313 L +2261 372 M 2243 372 L +2261 430 M 2243 430 L +2261 488 M 2243 488 L +2261 547 M 2226 547 L +2261 605 M 2243 605 L +2261 664 M 2243 664 L +2261 722 M 2243 722 L +2261 780 M 2243 780 L +2261 839 M 2226 839 L +2261 897 M 2243 897 L +2261 956 M 2243 956 L +2261 1014 M 2243 1014 L +2261 1072 M 2243 1072 L +2261 1131 M 2226 1131 L +CS [] 0 setdash M +CS [] 0 setdash M +1731 102 M 1747 135 M 1734 102 L +1747 135 M 1760 102 L +1747 130 M 1758 102 L +1736 103 M 1758 103 L +1734 102 M 1760 102 L +1781 142 M 1778 139 L +1774 134 L +1771 127 L +1770 119 L +1770 113 L +1771 105 L +1774 98 L +1778 94 L +1781 90 L +1778 139 M 1774 132 L +1773 127 L +1771 119 L +1771 113 L +1773 105 L +1774 100 L +1778 94 L +1794 135 M 1794 102 L +1795 135 M 1795 102 L +1805 126 M 1805 113 L +1789 135 M 1814 135 L +1814 126 L +1813 135 L +1795 119 M 1805 119 L +1789 102 M 1800 102 L +1824 114 M 1843 114 L +1843 118 L +1842 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spectrum ( its fourier transform ) +C 7-12-1993 in fitta and fita ( fit to the anti trasf of ratio) +C changed to fitting a un-normalized gaussian, D=gamma = line str. +C is the gaussian peack ! +C +C ****************************************************** +C PROGRAM S I G +C ****************************************************** +C Velocity dispersion computation +C By Marcello Galli +C +C This program uses Fourier Transform methods to fit +C the spectrum of a galaxy against a template star spectrum. +C +C Input are the galaxy and star spectra. +C +C Output is sigma : the width of the Doppler broadening +C function applied to the star spectrum to match the +C galaxy spectrum. +C +C Correlation of galaxy and template, fourier transforms +C and frequency filtered spectra can also be obtained. +C +C logical units 5,6,10 are used +C +C The "smongo V2.3-1" routines are called for plotting. +C The old mongo routines are used in this version, I had problems +C with smongo V2.3-1. +C +C Modified routines from "Numerical Recipes" are used. +C +C ****************************************************** +C ****************************************************** +C +C WARNING ! +C +C THIS PROGRAM IS NOT A INTENDED TO BE DISTRIBUTED TO +C ANYONE; IT ISN'T WELL TESTED, DOCUMENTED AND DEBUGGED, AS +C EVERY PROGRAM SHOULD BE. IT IS ONLY A WORKING TOOL, SUBJECT +C TO A STATE OF COUNTINUOUS CHANGING, ONLY PARTIALLY DEBUGGED, +C UNOPTIMIZED AND WITH SOME MINOR INNER INCONSISTENCE, +C REDUNDANCY AND CONFUSION. +C +C FOR THIS REASON YOU ARE WARNED AGAINST A BLIND USE OF +C THIS PROGRAM, AND SHOULD CAREFULLY TEST ANY PART OF +C THE PROGRAM YOU WANT TO USE. +C ****************************************************** +C +C PROGRAM SIG +C --------------------------------------------------- +C main routine : reads input command and calls aaamain +C initializes defaults and logical units numbers +C ---------------------------------------------------- + PARAMETER (NPTMX=10000) ! max number of pixels + PARAMETER (MXBF=10) ! Number of buffers + CHARACTER*80 COMANDO +C + COMMON/TAPE/ N5,N6,N7 +C N5= input file number +C N6= output file number +C N7= output auxiliary file for log printing +C + PARAMETER (NDEFMAX=10) + CHARACTER*80 STRINGA + CHARACTER*80 NAMVAL + CHARACTER*30 NOMEDEF + LOGICAL FLAGDEF + COMMON /DEFAULTS/ NOMEDEF(NDEFMAX), + 1 NAMVAL(NDEFMAX), + 2 VALDEF(NDEFMAX),NVALDEF(NDEFMAX), + 3 FLAGDEF(NDEFMAX) +C NOMEDEF : description of default value +C NAMVAL : character value for character type default s +C VALDEF : numeric value for the default +C NVALDEF : integer numeric value for the default +C FLAGDEF : if true the default is active +C +C guess values for fitting: + REAL*8 DLL + COMMON /GUESSPK/ENNE,DLL,GPK(4),LGPK(4),PK(4),NL,NPK,LISTA(4) + 1 ,CHISQ,Q,FORERR(4),CHIFACTOR,AVERERR2 +C +C parameters value: + COMMON /PARS/TEMPO +C +C Weights for fits and pixel number 1,2,3... + COMPLEX W1 + COMMON /WEIGHT/W(NPTMX),W1(NPTMX),W2(NPTMX),PXL(NPTMX) +C +C --------------------------------------------------- +C +C ............................. some initial values + TEMPO=SECNDS(0.0) + DO 1 I=1,NPTMX + 1 PXL(I)=FLOAT(I-1) ! pxl from 0 to NPTMX-1 + LGPK(1)=0 + LGPK(2)=0 + LGPK(3)=0 + PK(1)=2. ! sigma + PK(2)=1. ! D + PK(3)=0. ! z + PK(4)=0. ! Noise +C +C DEFAULTS INITIALIZZATION: +C + NOMEDEF(1)=' galaxy, template or both ' + NAMVAL(1)='BOTH' + VALDEF(1)=0.0 + NVALDEF(1)=0.0 + FLAGDEF(1)=.FALSE. + NOMEDEF(2)=' polinomium order ' + NAMVAL(2)=' ' + VALDEF(2)=0.0 + NVALDEF(2)=4 + FLAGDEF(2)=.FALSE. + FLAGDEF(3)=.FALSE. + FLAGDEF(4)=.FALSE. + FLAGDEF(5)=.FALSE. + FLAGDEF(6)=.FALSE. + FLAGDEF(7)=.FALSE. + FLAGDEF(8)=.FALSE. + FLAGDEF(9)=.FALSE. + FLAGDEF(10)=.FALSE. +C +C LOGICAL UNITS INITIALIZZATION +C ------------------------------------ + N5=5 + N6=6 + N7=7 +C +C ....................................COMMAND LOOP + 10 CONTINUE + CALL UPPERC(COMANDO) ! reads command +C ------------------ +C ....................................... DCL COMMAND ( $ ) +C ------------------ +C if the command begins with $ it is spawned to DCL + IF(COMANDO(1:1).EQ.'$') THEN + STRINGA=COMANDO(2:) + ISTATUS=LIB$SPAWN(STRINGA) +C ---------------- +C ....................................... COMMENT ( ! ) +C ---------------- +C if the command begins with ! it is comment + ELSE IF(COMANDO(1:1).EQ.'!') THEN + STRINGA=COMANDO(2:) + WRITE(N6,1000) STRINGA + 1000 FORMAT(/1X,A78/) +C --------- +C ------------------------------- => VIDEO +C --------- +C reset: command from terminal + ELSE IF(COMANDO.EQ.'VIDEO') THEN + CLOSE(UNIT=8,ERR=100) + 100 N5=5 + N6=6 +C ---------- +C ------------------------------- => FILE NAME +C ---------- + ELSE IF(INDEX(COMANDO,'.').GT.0) THEN + OPEN(UNIT=8,FILE=COMANDO,READONLY,FORM='FORMATTED', + 1 STATUS='OLD',ERR=200) + N5=8 + GOTO 210 ! if a file name (with a '.') + 200 CONTINUE ! use this file (on unit 8) + WRITE(N6,2000) COMANDO ! for input + 2000 FORMAT(' ERROR! Wrong file name:'/1X,A79) + 210 CONTINUE + ELSE +C --------------- +C ------------------------------- => other commands +C --------------- + CALL AAAMAIN(COMANDO) ! call main + ENDIF + GOTO 10 + END +C + SUBROUTINE AAAMAIN(COMANDO) +C ----------------------------------------------------------- +C interprets each command, calling the corresponding routines +C ----------------------------------------------------------- + CHARACTER*(*) COMANDO +C +C ARRAYS ETC. ETC. +C +C T0,TL0 : input template : counts and lambda +C G0,GL0 : input galaxy : counts and lambda +C G,GL,T,TL : auxiliary vectors for galaxy and template +C ttdum: work array for sub contin +C GW,GLW,TW,TLW : auxiliary vectors for complex fitting +C C,CL : used for correlation +C PXL : 0,1,2,..NPNTMX-1 : used for x axis when lambda are missing +C PFT,PFG,PFS,PFA : for the power spectra of the first 4 buffers +C FT,FG are the transforma of template and galaxy:FS of division +C FF1,FF2 : Complex transform work array +C ANTI is the transform of FS +C +C NLAMT = number of lambda points for template +C NLAMG = number of points for galaxy spectrum +C NEWN = number of points of the fourier transform +C NMAX=NPTMX = max number of lambda points +C MAXBUF=MXBF =max number of buffers (1=temp,2=gal,3=corr,4=anti) +C ---------------------------------------------------------- +C +C Number of commands .......................... + PARAMETER (NCDMX=72) +C Max number of pixels .......................... + PARAMETER (NPTMX=10000) +C Number of buffers + PARAMETER (MXBF=10) +C Number of default values + PARAMETER (NDEFMAX=10) +C +C Guess values for parameter for fitting curves +C LGPK(i)>=1 if GPK(i) is set ; PK are the parameters +C PK= sigma, (D=gamma), z, medium power noise +C DLL=delta lambda/lambda * c= unit used for z and sigma +C = 299792.458( (lambda2-lambda1)/lambda1)( equi log. lambda scale) +C ENNE = number of points +C LISTA = numbers of parameters to vary +C NL = number of parameters to be varied +C NPK = Tot number of parameters + REAL*8 DLL,DLL1 + COMMON /GUESSPK/ENNE,DLL,GPK(4),LGPK(4),PK(4),NL,NPK,LISTA(4) + 1 ,CHISQ,Q,FORERR(4),CHIFACTOR,AVERERR2 +C parameters value: + COMMON /PARS/ TEMPO +C Auxiliary space for fits: W not yet utilized (to contain weights) +C pxl(nptmx) contains 1,2,3,4,5..... for plotting axis + COMPLEX W1 + COMMON /WEIGHT/W(NPTMX),W1(NPTMX),W2(NPTMX),PXL(NPTMX) +C + COMMON/TAPE/ N5,N6,N7 +C N5= input file number +C N6= output file number +C N7= output auxiliary file for log printing +C +C DEFAULT VAUES COMMON: +C NOMEDEF : description of default value +C NAMVAL : character value for character type default s +C VALDEF : numeric value for the default +C NVALDEF : integer numeric value for the default +C FLAGDEF: if true the default is active + CHARACTER*80 NAMVAL + CHARACTER*30 NOMEDEF + LOGICAL FLAGDEF + COMMON /DEFAULTS/ NOMEDEF(NDEFMAX), + 1 NAMVAL(NDEFMAX), + 2 VALDEF(NDEFMAX),NVALDEF(NDEFMAX), + 3 FLAGDEF(NDEFMAX) +C + EXTERNAL GAUSZ,GAUSZC,GAUSZA +C ! space for spectra + DIMENSION TL0(NPTMX),T0(NPTMX),GL0(NPTMX),G0(NPTMX) + DIMENSION CL(NPTMX),C(NPTMX) + DIMENSION BUF(NPTMX,MXBF),NDIMBUF(MXBF),ALBUF(NPTMX,MXBF) + EQUIVALENCE (NDIMBUF(1),NLAMT),(NDIMBUF(2),NLAMG) + DATA NLAMT,NLAMG /1,1/ + EQUIVALENCE (BUF(1,1),T0(1)) , (BUF(1,2),G0(1)) + EQUIVALENCE (BUF(1,3),C(1) ) + EQUIVALENCE (ALBUF(1,1),TL0(1)),(ALBUF(1,2),GL0(1)) + EQUIVALENCE (ALBUF(1,3),CL(1)) + +C ! space for transforms + COMPLEX BUFC(NPTMX,MXBF) + COMPLEX FT(NPTMX),FG(NPTMX),FS(NPTMX),ANTI(NPTMX),FNORM + DIMENSION NDIMBUFC(MXBF) + DATA NEWN /1/ +C ndimbufc not used now, and passed only to routine algebra, to be tested +C EQUIVALENCE (NEWN,NDIMBUFC(1)) + EQUIVALENCE (BUFC(1,1),FT(1) ) , (BUFC(1,2),FG(1)) + EQUIVALENCE (BUFC(1,3),FS(1) ) , (BUFC(1,4),ANTI(1)) +C ! buffer names for plotting + CHARACTER*20 TITOLO + CHARACTER*20 BUFTIT(MXBF) + CHARACTER*20 BUFTITC(MXBF) + CHARACTER*20 TITOLOI /'-IMM '/ + CHARACTER*20 TITOLOR /'-REAL '/ + DATA NBUSED/3/ ! Number of active buffer titles + DATA BUFTIT(1),BUFTIT(2),BUFTIT(3) + 1 /'Template ','Galaxy ','Correlation '/ + DATA NBCUSED/4/ ! number of active complex buffer titles + DATA BUFTITC(1),BUFTITC(2),BUFTITC(3),BUFTITC(4) + 1 /'F-Template ','F-Galaxy ','FG/FT ','Anti '/ +C + DIMENSION TL(NPTMX),T(NPTMX),GL(NPTMX),G(NPTMX) + DIMENSION TTDUM(NPTMX) ! work array for contin + DIMENSION TLW(2*NPTMX),TW(2*NPTMX),GLW(2*NPTMX),GW(2*NPTMX) + COMPLEX FF1(NPTMX),FF2(NPTMX) ! work arrays + DIMENSION PFT(NPTMX),PFG(NPTMX),PFS(NPTMX),PFA(NPTMX) ! power for bufc +C +C + CHARACTER*1 YN + CHARACTER*80 TEMPFILE,GALFILE + CHARACTER*80 COMAND1,COMANDI(NCDMX) + CHARACTER*80 COMAND2 + DATA COMANDI/'STOP','END','TEMPLATE','GALAXY','CONTSUB', + 1 'PRINT','MEANSUB','LOG','COSBELL','FOURIER', + 2 'DIVIDE','VERIFY','FSHIFT','ALL','WINDOW', + 3 'ANTI','CORREL','HELP','CIRCOR','CORRELATION', + 4 'NORMALIZE','FILTER','SHIFT','LEFT','SEGMENT', + 5 'CONVOLUTION','DECONVOLUTION','CSHIFT','POWER','WIENER', + 6 'BANDFILTER','INPUT','BOTH','SEGMENT1','RIGHT', + 7 'SHRINK','DOUBLE','ADD','GAUSS','PIECECONT', + 8 'TEMP','GAL','LOGSCALE','TYPE','INFOUR', + 9 'BUFFER','BUF','PLOT','FITA','FITTA', + A 'FITS','FITG','CONTNORM','FITC','FCORR', + B 'SET','DEFAULT','RED','SETCUT','GAUSSFILTER', + C 'GAUSSBELL','EXPAND','BFCORR','DIVISION','FDOUBLE', + D 'FT','ALGEBRA','REDSHIFT','CSHIFTF','FFT', + E 'INFITS','BROAD'/ +C + CHARACTER*20 NOME/' FIT-ANTI'/ +C + DATA NMAX,MAXBUF,NEWN/NPTMX,MXBF,1/ +C +C -------------------------------------------- + 1400 FORMAT(' TEMPLATE or GALAXY ?') + 1401 FORMAT(' TEMPLATE, GALAXY or BOTH?') + 1402 FORMAT(' TEMPLATE, GALAXY, BOTH or CORRELATION ?') + 1403 FORMAT(' TEMPLATE, GALAXY, BOTH or ANTI ?') + 1440 FORMAT(' TEMPLATE, GALAXY, CORRELATION, or ALL? POWER,' + 1 ' ANTI or FOURIER ?') + 1444 FORMAT(' TEMPLATE, GALAXY, or ALL transforms ?') + 1450 FORMAT(' ALL , POWER (and ANTI) or FOURIER ?') + 1460 FORMAT(' TEMPLATE, GALAXY OR DIVIDE ?') + 1461 FORMAT(' TEMPLATE, GALAXY BOTH OR DIVIDE ?') + 2600 FORMAT(' TEMPLATE,GALAXY or ALL') +C -------------------------------------------- +C + GOTO 11 ! to execute a command +C +C ------------------------------------------------------- + 10 CONTINUE ! exit to main + TEMPO0=SECNDS(TEMPO) + TEMPO=TEMPO+TEMPO0 + WRITE(N6,1000) COMANDO,TEMPO0 + 1000 FORMAT(/' Command:',A80/' executed in ',G12.5,' sec.', + 1 ' Enter new command.') + RETURN ! TO MAIN to read a new command +C +C ================================= begins IF on commands +C + 11 CONTINUE ! sometimes loops here from a command +C + TEMPO=TEMPO+SECNDS(TEMPO) !sets zero time for this command +C +C ---------------- +C .......................................... STOPS +C ---------------- + IF(COMANDO.EQ.COMANDI(1).OR.COMANDO.EQ.'FINE') THEN + STOP +C +C -------------------------------- +C ................................READS INPUT FITS FORMAT (INFITS) +C -------------------------------- + ELSE IF( COMANDO.EQ.COMANDI(71) ) THEN + CALL INFITS(NMAX,MAXBUF,NDIMBUF,ALBUF,BUF,TL,T) +C +C --------------------- +C .........................................READS INPUT (INPUT) +C --------------------- + ELSE IF( COMANDO.EQ.COMANDI(32) ) THEN + 15 WRITE(N6,2610) + 2610 FORMAT(' TEMPLATE,TEMP,GALAXY,GAL,BUFFER,BUF,' + 1 ' ALL, ANTI or FOURIER ? (END=stop input)') + CALL UPPERC(COMAND1) + WRITE(N6,*)COMAND1 + IF(COMAND1(1:1).EQ.'E') GOTO 10 +C ................... template,galaxy,temp,gal : + IF(COMAND1.EQ.COMANDI(3).OR.COMAND1.EQ.COMANDI(4). + 1 OR.COMAND1.EQ.COMANDI(41).OR.COMAND1.EQ.COMANDI(42)) THEN + KF=1 + IF(COMAND1.EQ.COMANDI(41).OR.COMAND1.EQ.COMANDI(42))KF=2 + IF(COMAND1(1:4).EQ.'TEMP') THEN +C ....................... Temp, template + CALL LEGGE(NLAMT,NMAX,TL0,T0,GL0,G0,FT,FG,FS,KF) + ELSE +C ....................... Gal , Galaxy + CALL LEGGE(NLAMG,NMAX,GL0,G0,GL0,G0,FT,FG,FS,KF) + ENDIF +C ...........................ALL + ELSE IF(COMAND1.EQ.COMANDI(14)) THEN + KF=3 + CALL LEGGE(NLAMT,NMAX,TL0,T0,GL0,G0,FT,FG,FS,KF) + NLAMG=NLAMT +C ........................... ANTI + ELSE IF(COMAND1.EQ.COMANDI(16)) THEN + KF=4 + CALL LEGGE(NEWN,NMAX,TL0,T0,GL0,G0,ANTI,ANTI,ANTI,KF) +C .......................... BUF , buffer + ELSE IF(COMAND1.EQ.COMANDI(46).OR.COMAND1.EQ.COMANDI(47))THEN + KF=1 + IF(COMAND1.EQ.COMANDI(47)) KF=2 + WRITE(N6,2620) MAXBUF + 2620 FORMAT(' Give buffer number '/ + 1 ' (1=temp,2=gal,3=corr, MAX ',I5,' buffers)') + READ(N5,*,ERR=500) NUMBUF + IF(NUMBUF.LE.0.OR.NUMBUF.GT.MAXBUF) GOTO 550 + CALL LEGGE(NNNN,NMAX,TL0,BUF(1,NUMBUF),GL0,G0,FT,FG,FS,KF) + NDIMBUF(NUMBUF)=NNNN +C ........................... fourier + ELSE IF(COMAND1.EQ.COMANDI(10)) THEN + WRITE(N6,2600) + CALL UPPERC(COMAND2) + KF=4 + IF(COMAND2.EQ.COMANDI(14)) KF=5 + IF(COMAND2.EQ.COMANDI(4)) THEN + CALL LEGGE(NEWN,NMAX,TL0,T0,GL0,G0,FG,FG,FS,KF) + ELSE + CALL LEGGE(NEWN,NMAX,TL0,T0,GL0,G0,FT,FG,FS,KF) + ENDIF + ELSE IF(IFINDC(NCDMX,COMAND1,COMANDI).GT.0) THEN + COMANDO=COMAND1 ! it's a new command out of read loop + GOTO 11 + ENDIF + GOTO 15 +C --------------------------- +C .................................. PRINTS DATA TO PLOT (PRINT) +C --------------------------- + ELSE IF(COMANDO.EQ.COMANDI(6)) THEN + WRITE(N6,1440) + CALL UPPERC(COMAND1) +C + IF(COMAND1.EQ.COMANDI(3)) THEN + CALL PRINTA(TL0,T0,NLAMT) + ELSE IF(COMAND1.EQ.COMANDI(4)) THEN + CALL PRINTA(GL0,G0,NLAMG) + ELSE IF(COMAND1.EQ.COMANDI(20)) THEN + CALL PRINTA(CL,C,NLAMT) + ELSE IF(COMAND1.EQ.COMANDI(14)) THEN + IF(NLAMT.NE.NLAMG) WRITE(N6,1442)NLAMT,NLAMG + 1442 FORMAT(' WARNING!'/ + 1 ' Template and galaxy dimensions are inconsistent:',2I10) + CALL PRINTP(TL0,T0,G0,C,NLAMT) +C + ELSE IF(COMAND1.EQ.COMANDI(29)) THEN + CALL PRINTP(TL0,PFT,PFG,PFS,NEWN) + ELSE IF(COMAND1.EQ.COMANDI(16)) THEN + CALL PRINTC(ANTI,NEWN) +C + ELSE IF(COMAND1.EQ.COMANDI(10)) THEN +C +C Fourier transform printing + WRITE(N6,1444) + CALL UPPERC(COMAND1) + IF(COMAND1.EQ.COMANDI(3)) THEN + CALL PRINTC(FT,NEWN) + ELSE IF(COMAND1.EQ.COMANDI(4)) THEN + CALL PRINTC(FS,NEWN) + ELSE IF(COMAND1.EQ.COMANDI(14)) THEN + CALL PRINTF(FT,FG,FS,NEWN) + ENDIF +C + ELSE + GOTO 550 + ENDIF +C +C --------------------------- +C .................................. TYPES DATA (TYPE) +C --------------------------- + ELSE IF(COMANDO.EQ.COMANDI(44)) THEN + WRITE(N6,1450) + CALL UPPERC(COMAND1) + 145 WRITE(N6,1451)NLAMG,NLAMT + 1451 FORMAT(' Enter the first and last point to type', + 1 ' (0=all,<0 quit ,max:',2I6,')') + READ(N5,*,ERR=500) N1,N2 + IF(N1.LT.0) GOTO 10 + IF(N1.EQ.0) N1=1 + IF((N2.GT.NLAMT.AND.N2.GT.NLAMG).OR.N2.LE.0) + 1 N2=MAX(NLAMT,NLAMG) +C + IF(COMAND1.EQ.COMANDI(14)) THEN + WRITE(N6,1452) + 1452 FORMAT(' I ',6X,'TL0',12X,'GL0',13X,'T0',13X,'G0', + 1 13X,'C' //) + WRITE(N6,1453) (J,TL0(J),GL0(J),T0(J),G0(J),C(J),J=N1,N2) + 1453 FORMAT(1X,I4,5G15.4) + GOTO 145 + ELSE IF(COMAND1.EQ.COMANDI(29).OR.COMAND1.EQ.COMANDI(16))THEN + WRITE(N6,1454) + 1454 FORMAT(' I ',6X,'PFT',12X,'PFG',12X,'PFS',9X, + 1 'REAL_ANTI',9X,'IMM_ANTI') + WRITE(N6,1455) (J,PFT(J),PFG(J),PFS(J),ANTI(J),J=N1,N2) + 1455 FORMAT(1X,I5,5G15.4) + GOTO 145 + ELSE IF(COMAND1.EQ.COMANDI(10)) THEN + WRITE(N6,1456) + 1456 FORMAT(' I ',10X,'FT',20X,'FG',20X,'FS') + WRITE(N6,1457) (J,FT(J),FG(J),FS(J),J=N1,N2) + 1457 FORMAT(1X,I5,6G12.3) + GOTO 145 +C + ELSE + GOTO 550 + ENDIF +C --------------------------- +C .................................. PLOTS DATA (PLOT) +C --------------------------- + ELSE IF(COMANDO.EQ.COMANDI(48)) THEN + 16 WRITE(N6,1510) + 1510 FORMAT(' TEMPLATE, GALAXY, BOTH, ANTI, POWERT ,POWERG, POWERS,', + 1 ' POWERA,'/ + 1 ' CORREL, BUFFER, BUFFERC or FOURIER ? E,END = stop plotting') + CALL UPPERC(COMAND1) + IF(COMAND1(1:1).EQ.'E') GOTO 10 +C + A1=0.0 + A2=0.0 + A3=0.0 + A4=0.0 + KF0=0 + KF1=1 +C .............................. Buffer + IF(COMAND1.EQ.COMANDI(46)) THEN + WRITE(N6,2620) MAXBUF + READ(N5,*,ERR=500) NUMBUF + IF(NUMBUF.LE.0.OR.NUMBUF.GT.MAXBUF) GOTO 550 + TITOLO=BUFTIT(NUMBUF) + NL=NDIMBUF(NUMBUF) + CALL PLOTTA(NL,PXL,TL0,BUF(1,NUMBUF),T, + 1 A1,A2,A3,A4,TITOLO,KF0) +C .............................. Bufferc : complesso + ELSE IF(COMAND1.EQ.'BUFC') THEN + 25 WRITE(N6,1520) + READ(N5,*,ERR=500) NUMBUF + IF(NUMBUF.EQ.0.OR.ABS(NUMBUF).GT.MAXBUF) GOTO 16 + TITOLO=BUFTITC(ABS(NUMBUF)) ! nome del buffer + LBIANCO=INDEX(TITOLO,' ')-1 ! lunghezza nome (finisce con ' ') + IF(NUMBUF.GT.0) THEN + TITOLO=TITOLO(1:LBIANCO)//TITOLOR + DO 27 I=1,NEWN + T(I)=REAL(BUFC(I,NUMBUF)) + 27 CONTINUE + ELSE + TITOLO=TITOLO(1:LBIANCO)//TITOLOI + NUMBUF=-NUMBUF + DO 29 I=1,NEWN + T(I)=AIMAG(BUFC(I,NUMBUF)) + 29 CONTINUE + ENDIF + A1=0.0 + A2=0.0 + A3=0.0 + A4=0.0 + CALL PLOTTA(NEWN,PXL,PXL,T,T,A1,A2,A3,A4,TITOLO,KF1) + GOTO 25 +C +C .............................. Template + ELSE IF(COMAND1.EQ.COMANDI(3)) THEN + CALL PLOTTA(NLAMT,PXL,TL0,T0,T,A1,A2,A3,A4,COMAND1,KF0) +C .............................. Galaxy + ELSE IF(COMAND1.EQ.COMANDI(4)) THEN + CALL PLOTTA(NLAMG,PXL,GL0,G0,T,A1,A2,A3,A4,COMAND1,KF0) +C ............................. Both template and Galaxy + ELSE IF(COMAND1.EQ.COMANDI(33)) THEN + KF3=3 + CALL PLOTTA(NLAMT,PXL,TL0,T0,G0,A1,A2,A3,A4,COMAND1,KF3) +C ............................... Anti (real) + ELSE IF(COMAND1.EQ.COMANDI(16)) THEN + NEWN2=NEWN/2 ! (first point(z=0) in newn/2+1) + DO 30 I=1,NEWN2 + TL(I+NEWN2)=I-1 + T(I+NEWN2)=REAL(ANTI(I)) + TL(I)=I-1-NEWN2 + T(I)=REAL(ANTI(NEWN2+I)) + 30 CONTINUE + CALL PLOTTA(NEWN,PXL,TL,T,T,A1,A2,A3,A4,COMAND1,KF0) +C .............................. Correlation + ELSE IF(COMAND1.EQ.COMANDI(17)) THEN + NEWNT2=NLAMT/2 ! (first point(z=0) in n/2+1) + DO 21 I=1,NEWNT2 + TL(I+NEWNT2)=I-1 + TL(I)=I-1-NEWNT2 + 21 CONTINUE + NDUM=NLAMT-MOD(NLAMT,2) ! corr. calcola un numero pari di shift + CALL PLOTTA(NDUM ,TL, CL,C,T,A1,A2,A3,A4,COMAND1,KF1) +C CALL PLOTTA(NLAMT,PXL,CL,C,T,A1,A2,A3,A4,COMAND1,KF1) +C ............................. Power template,galaxy,temp/gal,anti + ELSE IF(COMAND1.EQ.'POWERT') THEN + NEWN2=NEWN/2 ! (first point(z=0) in newn/2+1) + DO 22 I=1,NEWN2 + TL(I+NEWN2)=I-1 + T(I+NEWN2)=PFT(I) + TL(I)=I-1-NEWN2 + T(I)=PFT(NEWN2+I) + 22 CONTINUE + CALL PLOTTA(NEWN,PXL,TL,T,T,A1,A2,A3,A4,COMAND1,KF0) +C CALL PLOTTA(NEWN,PXL,PXL,PFT,T,A1,A2,A3,A4,COMAND1,KF1) + ELSE IF(COMAND1.EQ.'POWERG') THEN + NEWN2=NEWN/2 ! (first point(z=0) in newn/2+1) + DO 24 I=1,NEWN2 + TL(I+NEWN2)=I-1 + T(I+NEWN2)=PFG(I) + TL(I)=I-1-NEWN2 + T(I)=PFG(NEWN2+I) + 24 CONTINUE + CALL PLOTTA(NEWN,PXL,TL,T,T,A1,A2,A3,A4,COMAND1,KF0) +C CALL PLOTTA(NEWN,PXL,PXL,PFG,T,A1,A2,A3,A4,COMAND1,KF1) + ELSE IF(COMAND1.EQ.'POWERS') THEN + NEWN2=NEWN/2 ! (first point(z=0) in newn/2+1) + DO 26 I=1,NEWN2 + TL(I+NEWN2)=I-1 + T(I+NEWN2)=PFS(I) + TL(I)=I-1-NEWN2 + T(I)=PFS(NEWN2+I) + 26 CONTINUE + CALL PLOTTA(NEWN,PXL,TL,T,T,A1,A2,A3,A4,COMAND1,KF0) + ELSE IF(COMAND1.EQ.'POWERA') THEN + NEWN2=NEWN/2 ! (first point(z=0) in newn/2+1) + DO 28 I=1,NEWN2 + TL(I+NEWN2)=I-1 + T(I+NEWN2)=PFA(I) + TL(I)=I-1-NEWN2 + T(I)=PFA(NEWN2+I) + 28 CONTINUE + CALL PLOTTA(NEWN,PXL,TL,T,T,A1,A2,A3,A4,COMAND1,KF0) +C CALL PLOTTA(NEWN,PXL,PXL,PFS,T,A1,A2,A3,A4,COMAND1,KF1) +C .............................. Fourier + ELSE IF(COMAND1.EQ.COMANDI(10)) THEN + NEWN2=NEWN/2 ! (first point(z=0) in newn/2+1) + 31 WRITE(N6,1520) + 1520 FORMAT(' Enter 1,2,3,4 for REAL temp,gal,s,anti,...', + 1 ' -1,-2 .. IMM (0 TO end)') + READ(N5,*,ERR=500) NUMBUF + IF(NUMBUF.EQ.0.OR.ABS(NUMBUF).GT.MAXBUF) GOTO 16 + TITOLO=BUFTITC(ABS(NUMBUF)) ! nome del buffer + LBIANCO=INDEX(TITOLO,' ')-1 ! lunghezza nome (finisce con ' ') + IF(NUMBUF.GT.0) THEN + TITOLO=TITOLO(1:LBIANCO)//TITOLOR + DO 32 I=1,NEWN2 + TL(I+NEWN2)=I-1 + TL(I)=I-1-NEWN2 + T(I+NEWN2)=REAL(BUFC(I,NUMBUF)) + T(I)=REAL(BUFC(NEWN2+I,NUMBUF)) + 32 CONTINUE + ELSE + TITOLO=TITOLO(1:LBIANCO)//TITOLOI + NUMBUF=-NUMBUF + DO 33 I=1,NEWN2 + TL(I+NEWN2)=I-1 + TL(I)=I-1-NEWN2 + T(I+NEWN2)=AIMAG(BUFC(I,NUMBUF)) + T(I)=AIMAG(BUFC(NEWN2+I,NUMBUF)) + 33 CONTINUE + ENDIF + A1=0.0 + A2=0.0 + A3=0.0 + A4=0.0 + CALL PLOTTA(NEWN,PXL,TL,T,T,A1,A2,A3,A4,TITOLO,KF0) +C CALL PLOTTA(NEWN,PXL,PXL,T,T,A1,A2,A3,A4,TITOLO,KF1) + GOTO 31 + ELSE IF(IFINDC(NCDMX,COMAND1,COMANDI).GT.0) THEN + COMANDO=COMAND1 ! it's a new command out of read loop + GOTO 11 + ENDIF + GOTO 16 +C +C ---------------------------------- +C .......................... GAUSS FUNCTION IN TEMPLATE (GAUSS) +C ---------------------------------- + ELSE IF (COMANDO.EQ.COMANDI(39)) THEN + WRITE(N6,1401) + CALL UPPERC(COMAND1) +C the input typing is excluded from the timing + TEMPO=TEMPO+SECNDS(TEMPO) + IF(COMAND1.NE.COMANDI(3).AND.COMAND1.NE.COMANDI(4) + 1 .AND.COMAND1.NE.COMANDI(33)) GOTO 550 + IF(COMAND1.NE.COMANDI(4)) THEN + CALL GAUSS(T0,N,NLAMT,NLAMG,NEWN,NMAX) + NLAMT=N + ENDIF + IF(COMAND1.NE.COMANDI(3)) THEN + CALL GAUSS(G0,N,NLAMT,NLAMG,NEWN,NMAX) + NLAMG=N + ENDIF +C +C ------------------------- +C ...................................... TESTS INPUT DATA (VERIFY) +C ------------------------- + ELSE IF ( COMANDO.EQ.COMANDI(12)) THEN + CALL VERIFY(TL0,T0,NLAMT,GL0,GL,NLAMG) +C +C ------------------------- +C .................................. LOGARITMIC SPECTRUM (LOG) +C ------------------------- + ELSE IF (COMANDO.EQ.COMANDI(8)) THEN + WRITE(N6,1401) + IF(FLAGDEF(1)) THEN + COMAND1=NAMVAL(1) + ELSE + CALL UPPERC(COMAND1) + ENDIF +C the input typing is excluded from the timing + TEMPO=TEMPO+SECNDS(TEMPO) + IF(COMAND1.NE.COMANDI(3).AND.COMAND1.NE.COMANDI(33) + 1 .AND.COMAND1.NE.COMANDI(4)) + 1 GOTO 550 + IF(COMAND1.NE.COMANDI(4)) CALL LOGSCA(T0,NLAMT) + IF(COMAND1.NE.COMANDI(3)) CALL LOGSCA(G0,NLAMG) +C +C -------------------------- +C ..................................... EXPAND WITH ZEROES(EXPAND) +C -------------------------- + ELSE IF (COMANDO.EQ.COMANDI(62)) THEN + WRITE(N6,1401) + IF(FLAGDEF(1)) THEN + COMAND1=NAMVAL(1) + ELSE + CALL UPPERC(COMAND1) + ENDIF + NP1=0 ! Interactive usage + IF(COMAND1.EQ.COMANDI(3)) + 1 CALL EXPAND(TL0,T0,NLAMT,NP1,NMAX,PXL) + IF(COMAND1.EQ.COMANDI(4)) + 2 CALL EXPAND(GL0,G0,NLAMG,NP1,NMAX,PXL) + IF(COMAND1.EQ.COMANDI(33)) THEN +C For "Both" it is used in a non-interactive way + WRITE(N6,1395) + 1395 FORMAT(' Enter the new number of points') + READ(N5,*,ERR=500) NP1 + WRITE(N6,*) NP1 + CALL EXPAND(TL0,T0,NLAMT,NP1,NMAX,PXL) + CALL EXPAND(GL0,G0,NLAMG,NP1,NMAX,PXL) + ENDIF +C +C ------------------------- +C ..................................... SQUARE WINDOWING (WINDOW) +C ------------------------- + ELSE IF (COMANDO.EQ.COMANDI(15)) THEN + WRITE(N6,1401) + IF(FLAGDEF(1)) THEN + COMAND1=NAMVAL(1) + ELSE + CALL UPPERC(COMAND1) + ENDIF + NP1=-1 + NP2=-1 + IF(COMAND1.EQ.COMANDI(3)) + 1 CALL WINDOW(TL0,T0,T,NLAMT,NP1,NP2,PXL) + IF(COMAND1.EQ.COMANDI(4)) + 2 CALL WINDOW(GL0,G0,G,NLAMG,NP1,NP2,PXL) + IF(COMAND1.EQ.COMANDI(33)) THEN +C For "Both" window is used in a non-interactive way + WRITE(N6,1398) + 1398 FORMAT(' Enter the first and last point number to be conserved') + READ(N5,*,ERR=500) NP1,NP2 + WRITE(N6,*) NP1,NP2 + CALL WINDOW(TL0,T0,T,NLAMT,NP1,NP2,PXL) + CALL WINDOW(GL0,G0,G,NLAMG,NP1,NP2,PXL) + ENDIF +C +C ------------------------- +C ..................................... SET SPECTRUM VALUES (SET) +C ------------------------- + ELSE IF (COMANDO.EQ.COMANDI(56)) THEN + WRITE(N6,1401) + CALL UPPERC(COMAND1) + NP1=-1 + NP2=-1 + ANPP=0.0 + IF(COMAND1.EQ.COMANDI(3)) + 1 CALL SET(TL0,T0,T,NLAMT,NP1,NP2,ANPP,PXL) + IF(COMAND1.EQ.COMANDI(4)) + 2 CALL SET(GL0,G0,G,NLAMG,NP1,NP2,ANPP,PXL) + IF(COMAND1.EQ.COMANDI(33)) THEN +C For "Both" window is used in a non-interactive way + WRITE(N6,1399) + 1399 FORMAT(' Enter the first, last point to set and value') + READ(N5,*,ERR=500) NP1,NP2,ANPP + WRITE(N6,*) NP1,NP2,ANPP + IF(NLAMT.LE.1)NLAMT=NP2 + IF(NLAMG.LE.1)NLAMG=NP2 + CALL SET(TL0,T0,T,NLAMT,NP1,NP2,ANPP,PXL) + CALL SET(GL0,G0,G,NLAMG,NP1,NP2,ANPP,PXL) + ENDIF +C +C --------------------------- +C ..................................... CUT EMISSION PEAKS (SETCUT) +C --------------------------- + ELSE IF (COMANDO.EQ.COMANDI(59)) THEN + WRITE(N6,1401) + CALL UPPERC(COMAND1) + PEAKMX=0.0 ! Num of standard dev above wich spectrum is cut + NPCK=0 ! num of peak widths which are flattened + VALUE=0.0 ! value assigned to flatted points + IF(COMAND1.EQ.COMANDI(3)) + 1 CALL SETCUT(TL0,T0,T,NLAMT,PXL,PEAKMX,NPCK,VALUE) + IF(COMAND1.EQ.COMANDI(4)) + 2 CALL SETCUT(GL0,G0,G,NLAMG,PXL,PEAKMX,NPCK,VALUE) + IF(COMAND1.EQ.COMANDI(33)) THEN +C For "Both" window is used in a non-interactive way + WRITE(N6,1397) + 1397 FORMAT(' Enter the sig treshold, flatting width, and value') + READ(N5,*,ERR=500) PEAKMX,NPCK,VALUE + WRITE(N6,*) PEAKMX,NPCK,VALUE + CALL SETCUT(TL0,T0,T,NLAMT,PXL,PEAKMX,NPCK,VALUE) + CALL SETCUT(GL0,G0,G,NLAMG,PXL,PEAKMX,NPCK,VALUE) + ENDIF +C +C ----------------------------------- +C ................................ SUBTRACTS THE CONTINUUM (CONTSUB) +C DIVIDES BY THE CONTINUUM (CONTNORM) +C ----------------------------------- + ELSE IF (COMANDO.EQ.COMANDI(5).OR.COMANDO.EQ.COMANDI(53)) THEN + WRITE(N6,1401) + IF(FLAGDEF(1)) THEN + COMAND1=NAMVAL(1) + ELSE + CALL UPPERC(COMAND1) + ENDIF +C the input typing is excluded from the timing + TEMPO=TEMPO+SECNDS(TEMPO) + IF(COMAND1.NE.COMANDI(3).AND.COMAND1.NE.COMANDI(4) + 1 .AND.COMAND1.NE.COMANDI(33)) GOTO 550 + IF(COMANDO.EQ.COMANDI(5)) THEN + K1=0 ! continuum subtraction + ELSE + K1=1 ! continuum normalization + ENDIF + IF(COMAND1.EQ.COMANDI(33)) THEN + WRITE(N6,1478) ! for both: interactive usage + 1478 FORMAT(' Enter the polinomium order', + 1 ' (0=INTERACTIVE )>') + IF(FLAGDEF(2)) THEN + K=NVALDEF(2) + ELSE + READ(N5,*,ERR=500) K + WRITE(N6,*) K + ENDIF + ELSE + K=-1 + ENDIF + IF(COMAND1.NE.COMANDI(4)) THEN + WRITE(N6,1485) + CALL CONTIN(TL0,T0,T,TL,NLAMT,K,K1,PXL,TTDUM) + ENDIF + IF(COMAND1.NE.COMANDI(3)) THEN + WRITE(N6,1486) + CALL CONTIN(GL0,G0,G,GL,NLAMG,K,K1,PXL,TTDUM) + ENDIF +C +C ------------------------------------------- +C .................... PIECEWISE CONTINUUM SUBTRACTION (PIECECONT) +C ------------------------------------------- + ELSE IF (COMANDO.EQ.COMANDI(40)) THEN + WRITE(N6,1401) + CALL UPPERC(COMAND1) +C the input typing is excluded from the timing + TEMPO=TEMPO+SECNDS(TEMPO) + IF(COMAND1.NE.COMANDI(3).AND.COMAND1.NE.COMANDI(4) + 1 .AND.COMAND1.NE.COMANDI(33)) GOTO 550 + IF(COMAND1.EQ.COMANDI(33)) THEN +C + WRITE(N6,1480) NLAMT,NLAMG + 1480 FORMAT('Template and galaxy are dimensioned:',2I5/ + 1 ' Enter the polinomium order,' + 2 ' the number of intervals and the overlap fraction.') + READ(N5,*,ERR=500) KPOL,KINT,KOVER + WRITE(N6,*) KPOL,KINT,KOVER +C Else interactive usage + ELSE + KPOL=-1 + KINT=-1 + KOVER=-1 + ENDIF +C + IF(COMAND1.NE.COMANDI(4)) THEN + WRITE(N6,1485) + 1485 FORMAT(' Subtracting continuum from TEMPLATE..') + CALL CONTINP(TL0,T0,T,NLAMT,KPOL,KINT,KOVER) + ENDIF + IF(COMAND1.NE.COMANDI(3)) THEN + WRITE(N6,1486) + 1486 FORMAT(' Subtracting continuum from GALAXY..') + CALL CONTINP(GL0,G0,G,NLAMG,KPOL,KINT,KOVER) + ENDIF +C +C ------------------------------------ +C ......................... SUBTRACTS THE MEDIUM VALUE (MEANSUB) +C ------------------------------------ + ELSE IF (COMANDO.EQ.COMANDI(7)) THEN + WRITE(N6,1401) + IF(FLAGDEF(1)) THEN + COMAND1=NAMVAL(1) + ELSE + CALL UPPERC(COMAND1) + ENDIF +C the input typing is excluded from the timing + TEMPO=TEMPO+SECNDS(TEMPO) + IF(COMAND1.NE.COMANDI(3).AND.COMAND1.NE.COMANDI(4) + 1 .AND.COMAND1.NE.COMANDI(33)) GOTO 550 + IF(COMAND1.NE.COMANDI(4)) CALL MEANSUB(T0,NLAMT) + IF(COMAND1.NE.COMANDI(3)) CALL MEANSUB(G0,NLAMG) +C +C ------------------------------------------ +C ..................... NORMALIZES TO THE MEDIUM VALUE (NORMALIZE) +C ------------------------------------------ + ELSE IF (COMANDO.EQ.COMANDI(21)) THEN + WRITE(N6,1401) + IF(FLAGDEF(1)) THEN + COMAND1=NAMVAL(1) + ELSE + CALL UPPERC(COMAND1) + ENDIF +C the input typing is excluded from the timing + TEMPO=TEMPO+SECNDS(TEMPO) + IF(COMAND1.NE.COMANDI(3).AND.COMAND1.NE.COMANDI(4) + 1 .AND.COMAND1.NE.COMANDI(33)) GOTO 550 + IF(COMAND1.EQ.COMANDI(33)) THEN + K=1 ! non interactive usage for both + ELSE + K=-1 + ENDIF + IF(COMAND1.NE.COMANDI(4)) CALL MEANORM(T0,NLAMT,K) + IF(COMAND1.NE.COMANDI(3)) CALL MEANORM(G0,NLAMG,K) +C +C ------------------------------ +C ............................. COSINE BELL FUNCTION (COSBELL) +C ------------------------------ + ELSE IF (COMANDO.EQ.COMANDI(9)) THEN + WRITE(N6,1500) + 1500 FORMAT(' Enter fraction of data to mask (default 5%)') + READ(N5,*,ERR=500) FRACTION + IF(FRACTION.LE.0.) FRACTION=5.0 + WRITE(N6,*) FRACTION + WRITE(N6,1401) + CALL UPPERC(COMAND1) +C the input typing is excluded from the timing + TEMPO=TEMPO+SECNDS(TEMPO) + IF(COMAND1.EQ.COMANDI(33)) THEN + KCOS=0 ! per both non cerca i diversi da 0 + ELSE + KCOS=1 + ENDIF + IF(COMAND1.NE.COMANDI(3).AND.COMAND1.NE.COMANDI(4) + 1 .AND.COMAND1.NE.COMANDI(33)) GOTO 550 + IF(COMAND1.NE.COMANDI(4)) + 1 CALL COSBELL(PXL,T0,NLAMT,FRACTION,KCOS) + IF(COMAND1.NE.COMANDI(3)) + 1 CALL COSBELL(PXL,G0,NLAMG,FRACTION,KCOS) + WRITE(N6,1600) FRACTION,COMAND1 + 1600 FORMAT(1X,E12.5,' of: ',A20,' masked.') +C +C ------------------------------ +C ............................. GAUSS MASKING (GAUSSBELL) +C ------------------------------ + ELSE IF (COMANDO.EQ.COMANDI(61)) THEN + WRITE(N6,1550) + 1550 FORMAT(' Enter fraction of data to mask (def.5%) and width') + READ(N5,*,ERR=500) FRACTION,FRACSIG + IF(FRACTION.LE.0.) FRACTION=5.0 + IF(FRACSIG.LE.0.) FRACSIG=MAX(NLAMT,NLAMG)*FRACTION/300. + WRITE(N6,*) FRACTION,FRACSIG + WRITE(N6,1401) + CALL UPPERC(COMAND1) +C the input typing is excluded from the timing + TEMPO=TEMPO+SECNDS(TEMPO) + IF(COMAND1.EQ.COMANDI(33)) THEN + KCOS=0 ! non cerca i diversi da 0 + ELSE + KCOS=1 + ENDIF + IF(COMAND1.NE.COMANDI(3).AND.COMAND1.NE.COMANDI(4) + 1 .AND.COMAND1.NE.COMANDI(33)) GOTO 550 + IF(COMAND1.NE.COMANDI(4)) + 1 CALL GAUSSBELL(PXL,T0,NLAMT,FRACTION,FRACSIG,KCOS) + IF(COMAND1.NE.COMANDI(3)) + 1 CALL GAUSSBELL(PXL,G0,NLAMG,FRACTION,FRACSIG,KCOS) + WRITE(N6,1600) FRACTION,COMAND1 +C +C --------------------------------- +C ............................... SPECTRA ARE LEFT ADJUSTED (LEFT) +C --------------------------------- + ELSE IF (COMANDO.EQ.COMANDI(24)) THEN + WRITE(N6,1401) + CALL UPPERC(COMAND1) + IF(COMAND1.NE.COMANDI(3).AND.COMAND1.NE.COMANDI(33) + 1 .AND.COMAND1.NE.COMANDI(4)) + 1 GOTO 550 + IF(COMAND1.NE.COMANDI(4)) CALL LEFT(TL0,T0,NLAMT) + IF(COMAND1.NE.COMANDI(3)) CALL LEFT(GL0,G0,NLAMG) +C --------------------------------- +C .............................. SPECTRA ARE RIGHT ADJUSTED (RIGHT) +C --------------------------------- + ELSE IF (COMANDO.EQ.COMANDI(35)) THEN + WRITE(N6,1401) + CALL UPPERC(COMAND1) + IF(COMAND1.NE.COMANDI(3).AND.COMAND1.NE.COMANDI(33) + 1 .AND.COMAND1.NE.COMANDI(4)) + 1 GOTO 550 + IF(COMAND1.NE.COMANDI(4)) CALL RIGHT(TL0,T0,NLAMT) + IF(COMAND1.NE.COMANDI(3)) CALL RIGHT(GL0,G0,NLAMG) +C --------------------------------- +C .............................. SPECTRA ARE SHRINKED (SHRINK) +C --------------------------------- + ELSE IF (COMANDO.EQ.COMANDI(36)) THEN + WRITE(N6,1401) + IF(FLAGDEF(1)) THEN + COMAND1=NAMVAL(1) + ELSE + CALL UPPERC(COMAND1) + ENDIF + IF(COMAND1.NE.COMANDI(3).AND.COMAND1.NE.COMANDI(33) + 1 .AND.COMAND1.NE.COMANDI(4)) + 1 GOTO 550 + WRITE(N6,1650) NLAMT,NLAMG + 1650 FORMAT(' Enter the first and last remaining points(now:',2I6) + READ(N5,*,ERR=500) NK1,NK2 + WRITE(N6,*) NK1,NK2 + IF(COMAND1.NE.COMANDI(4)) CALL SHRINK(TL0,T0,NLAMT,NK1,NK2) + IF(COMAND1.NE.COMANDI(3)) CALL SHRINK(GL0,G0,NLAMG,NK1,NK2) +C --------------------------------- +C .............................. DOPPLER SHIFT THE SPECTRA (SHIFT) +C ---------------------------------- + ELSE IF (COMANDO.EQ.COMANDI(23)) THEN +C Logaritmin lambda scale is needed + WRITE(N6,1401) + CALL UPPERC(COMAND1) + IF(COMAND1.NE.COMANDI(3).AND.COMAND1.NE.COMANDI(33) + 1 .AND.COMAND1.NE.COMANDI(4)) + 1 GOTO 550 + IF(COMAND1.NE.COMANDI(4)) CALL SHIFT(TL0,T0,TL,T,NLAMT) + IF(COMAND1.NE.COMANDI(3)) CALL SHIFT(GL0,G0,GL,G,NLAMG) +C ------------------------------------------------------- +C .............RED SHIFT THE SPECTRA BY AN INTEGER NUM. OF PIXELS(RED) +C ------------------------------------------------------- + ELSE IF (COMANDO.EQ.COMANDI(58)) THEN +C Logaritmin lambda scale is needed + WRITE(N6,1401) + CALL UPPERC(COMAND1) + IF(COMAND1.NE.COMANDI(3).AND.COMAND1.NE.COMANDI(33) + 1 .AND.COMAND1.NE.COMANDI(4)) + 1 GOTO 550 + IF(COMAND1.NE.COMANDI(4)) CALL RED(TL0,T0,TL,T,NLAMT) + IF(COMAND1.NE.COMANDI(3)) CALL RED(GL0,G0,GL,G,NLAMG) +C ------------------------------------ +C .............................. RED SHIFT THE SPECTRA (REDSHIFT) +C ------------------------------------ + ELSE IF (COMANDO.EQ.COMANDI(68)) THEN +C Logaritmin lambda scale is needed + WRITE(N6,1401) + CALL UPPERC(COMAND1) + IF(COMAND1.NE.COMANDI(3).AND.COMAND1.NE.COMANDI(33) + 1 .AND.COMAND1.NE.COMANDI(4)) + 1 GOTO 550 + K=-10 + ZETA=0 ! the subroutine will ask for these values + IF(COMAND1.NE.COMANDI(4)) + 1 CALL REDSHIFT(TL0,T0,TL,T,NLAMT,K,ZETA,PXL) + IF(COMAND1.NE.COMANDI(3)) + 1 CALL REDSHIFT(GL0,G0,GL,G,NLAMG,K,ZETA,PXL) +C +C ---------------------------------------------------- +C ... ..........BROADENING AND REDSHIFT UNING THE THANSFORM (BROAD) +C ---------------------------------------------------- + ELSE IF (COMANDO.EQ.COMANDI(72)) THEN + KBUF=NASKBUF(N5,N6,MAXBUF,NBCUSED,BUFTITC) + IF(KBUF.LE.0) GOTO 500 + IF(TL0(1).LE.100.) CALL LEGGESCAL(TL0,NLAMT,1) ! wrong lam. scale + DLL1=DBLE(TL0(2))/DBLE(TL0(1)) + DLL=299792.458D0*( DBLE(TL0(2))-DBLE(TL0(1)) )/DBLE(TL0(1)) + CALL BROAD(N5,N6,N7,NEWN,NMAX,BUFC(1,KBUF),DLL1) +C +C --------------------------------- +C .............................. CIRCULAR SHIFT (CSHIFT) +C ---------------------------------- + ELSE IF (COMANDO.EQ.COMANDI(28)) THEN +C Logaritmin lambda scale is needed + WRITE(N6,1401) + CALL UPPERC(COMAND1) + IF(COMAND1.NE.COMANDI(3).AND.COMAND1.NE.COMANDI(33) + 1 .AND.COMAND1.NE.COMANDI(4)) + 1 GOTO 550 + IF(COMAND1.NE.COMANDI(4)) CALL CSHIFT(TL0,T0,TL,T,NLAMT) + IF(COMAND1.NE.COMANDI(3)) CALL CSHIFT(GL0,G0,GL,G,NLAMG) +C +C ----------------------------------- +C .............................. TRANSFORM CIRCULAR SHIFT (CSHIFTF) +C ------------------------------------ + ELSE IF (COMANDO.EQ.COMANDI(69)) THEN + WRITE(N6,1651) + 1651 FORMAT(' Enter 1,2,3,4 for REAL temp,gal,s,anti,...') + READ(N5,*,ERR=500) NUMBUF + IF(NUMBUF.GT.0.AND.NUMBUF.LE.MAXBUF) THEN + CALL CSHIFTF(BUFC(1,NUMBUF),FF1,NEWN) + ELSE + WRITE(N6,1652) MAXBUF+1 + 1652 FORMAT(' ERROR! Wrong buffer number, must be: >0 and <',I5) + ENDIF +C +C ------------------------------------ +C ......................... ADD A CONSTANT VALUE (ADD) +C ------------------------------------ + ELSE IF (COMANDO.EQ.COMANDI(38)) THEN + WRITE(N6,1401) + CALL UPPERC(COMAND1) +C the input typing is excluded from the timing + TEMPO=TEMPO+SECNDS(TEMPO) + IF(COMAND1.NE.COMANDI(3).AND.COMAND1.NE.COMANDI(4) + 1 .AND.COMAND1.NE.COMANDI(33)) GOTO 550 + IF(COMAND1.NE.COMANDI(4)) THEN + 1655 FORMAT(' Adding to the TEMPLATE') + WRITE(N6,1655) + CALL ADD(T0,NLAMT) + ENDIF + IF(COMAND1.NE.COMANDI(3)) THEN + 1656 FORMAT(' Adding to the GALAXY') + WRITE(N6,1656) + CALL ADD(G0,NLAMG) + ENDIF +C +C ------------------------------------ +C ......................... DOUBLES THE NUMBER OF POINTS (DOUBLE) +C ------------------------------------ + ELSE IF (COMANDO.EQ.COMANDI(37)) THEN + WRITE(N6,1401) + CALL UPPERC(COMAND1) +C the input typing is excluded from the timing + TEMPO=TEMPO+SECNDS(TEMPO) + IF(COMAND1.NE.COMANDI(3).AND.COMAND1.NE.COMANDI(4) + 1 .AND.COMAND1.NE.COMANDI(33)) GOTO 550 + WRITE(N6,1670) + 1670 FORMAT(' Enter fitting polynomial order (<9 ; -1:sinc)') + READ(N5,*,ERR=500) K + WRITE(N6,*) K + K=K+1 + IF(K.EQ.0) THEN + WRITE(N6,1675) + 1675 FORMAT(' For sinc enter 1/interpolation error (def=1000000)') + READ(N5,*,ERR=500) SINCERR + IF(SINCERR.LE.0)SINCERR=1000000. + ENDIF + IF(COMAND1.NE.COMANDI(4)) + 1 CALL DOUBLE(TL0,T0,TL,T,NLAMT,NMAX,K,PXL,SINCERR) + IF(COMAND1.NE.COMANDI(3)) + 1 CALL DOUBLE(GL0,G0,GL,G,NLAMG,NMAX,K,PXL,SINCERR) +C +C ------------------------------------- +C ......................... DOUBLES THE NUMBER OF POINTS (FDOUBLE) +C ------------------------------------- +C By adding zero hight freq. to the transforms. + ELSE IF (COMANDO.EQ.COMANDI(65)) THEN + WRITE(N6,1461) + CALL UPPERC(COMAND1) +C the input typing is excluded from the timing + TEMPO=TEMPO+SECNDS(TEMPO) + K=0 + IF(COMAND1.EQ.COMANDI(3)) THEN + K=1 ! Template + ELSE IF(COMAND1.EQ.COMANDI(4)) THEN + K=2 ! Galaxy + ELSE IF(COMAND1.EQ.COMANDI(11)) THEN + K=3 ! Divide + ELSE IF(COMAND1.EQ.COMANDI(33)) THEN + KNEWN2=NEWN ! Both template and galaxy + CALL FDOUBLE(BUFC(1,1),KNEWN2,NMAX) + KNEWN2=NEWN + CALL FDOUBLE(BUFC(1,2),KNEWN2,NMAX) + NEWN=KNEWN2 + ELSE + GOTO 550 ! Input error loop again + ENDIF + CALL FDOUBLE(BUFC(1,K),NEWN,NMAX) +C +C ---------------------------------------------- +C ................ PUTS LAMBDA INTO A LOGARITMIC SCALE (LOGSCALE) +C ---------------------------------------------- + ELSE IF (COMANDO.EQ.COMANDI(43)) THEN + WRITE(N6,1401) + IF(FLAGDEF(1)) THEN + COMAND1=NAMVAL(1) + ELSE + CALL UPPERC(COMAND1) + ENDIF +C the input typing is excluded from the timing + TEMPO=TEMPO+SECNDS(TEMPO) + IF(COMAND1.NE.COMANDI(3).AND.COMAND1.NE.COMANDI(4) + 1 .AND.COMAND1.NE.COMANDI(33)) GOTO 550 + WRITE(N6,1670) + IF(FLAGDEF(2)) THEN + K=NVALDEF(2) + ELSE + READ(N5,*,ERR=500) K + ENDIF + WRITE(N6,*) K +C input as the polinomium order is transformed of numb. of pol.coeff. + K=K+1 + IF(K.EQ.0) THEN + WRITE(N6,1675) + READ(N5,*,ERR=500) SINCERR + IF(SINCERR.LE.0)SINCERR=1000000. + ENDIF + WRITE(N6,1671) NLAMT,NLAMG + 1671 FORMAT(' Enter the new number of points (0 saves the olds:', + 1 I5,1x,I5,' )' ) + READ(N5,*,ERR=500) NK + WRITE(N6,*) NK + IF(COMAND1.EQ.COMANDI(33)) THEN + TGLLA=TL0(1) ! for "BOTH" uses the same lambda + TGLLB=TL0(NLAMT) ! scale for template and galaxy + ENDIF +C for not "both" or bad lambda scale ask for log scale +C logscal will ask for good scale when called, + IF((COMAND1.EQ.COMANDI(3).AND.TL0(1).LE.10.).OR. + 1 (COMAND1.EQ.COMANDI(4).AND.GL0(1).LE.10.).OR. + 1 (COMAND1.EQ.COMANDI(33).AND.(GL0(1).LE.10..OR.TL0(1).LE.10.)) + 1 ) THEN + WRITE(N6,1672) TL0(1),TL0(NLAMT),GL0(1),GL0(NLAMT) + 1672 FORMAT(' Template and galaxy first,last lambda(defaults):'/ + 1 4(1X,G16.4)/ + 2 ' Enter first, last lambda (<=0,<=0):default;(>0,<=0:l.step)') + READ(N5,*,ERR=500) TGLLA,TGLLB + WRITE(N6,*) TGLLA,TGLLB + IF(TGLLA.GT.0.0.AND.TGLLB.LE.0.0) THEN + WRITE(N6,1673) + 1673 FORMAT(' Enter L2/L1, or L2 (one can be 0)') + READ(N5,*,ERR=500) AL2L1,AL2 + WRITE(N6,*) AL2L1,AL2 + ENDIF + ENDIF +C + IF(COMAND1.NE.COMANDI(4)) + 1 CALL LOGSCAL(TL0,T0,TL,T,NLAMT,NMAX,K,NK,TGLLA,TGLLB, + 2 AL2L1,AL2,PXL,SINCERR) + IF(COMAND1.NE.COMANDI(3)) + 1 CALL LOGSCAL(GL0,G0,GL,G,NLAMG,NMAX,K,NK,TGLLA,TGLLB, + 2 AL2L1,AL2,PXL,SINCERR) +C +C -------------------------------- +C .............................. TEMPLATE AND GALAXY FFT (FOURIER) +C -------------------------------- + ELSE IF (COMANDO.EQ.COMANDI(10)) THEN + 200 CALL TRASF(T0,NLAMT,G0,NLAMG,NMAX,FT,FG,NEWN) +C +C ---------------------------------- +C .............................. BRUTE FORCE FOURIER TRANSFORM (FT) +C ---------------------------------- + ELSE IF (COMANDO.EQ.COMANDI(66)) THEN + WRITE(N6,1401) + CALL UPPERC(COMAND1) + IF(COMAND1.EQ.COMANDI(33).OR. + 1 COMAND1.EQ.COMANDI(4).OR.COMAND1.EQ.COMANDI(3)) THEN + WRITE(N6,1677) NLAMT,NLAMG + 1677 FORMAT(' Enter the new number of points, now:',2I6) + READ(N5,*,ERR=500) NNUOVO + ELSE + GOTO 550 + ENDIF + IF(COMAND1.NE.COMANDI(4)) + 1 CALL BRUTEFT(TL0,T0,TL,T,NLAMT,FT,NNUOVO,NMAX) + IF(COMAND1.NE.COMANDI(3)) + 1 CALL BRUTEFT(GL0,G0,GL,G,NLAMG,FG,NNUOVO,NMAX) + NEWN=NNUOVO +C +C --------------------------------- +C .......................... FFT OF A COMPLEX BUFFER (FFT) +C --------------------------------- + ELSE IF (COMANDO.EQ.COMANDI(70)) THEN + WRITE(N6,1674) MAXBUF + 1674 FORMAT(' Give input and output buffer :'/ + 1 ' 1,2,3,4,..=FT_templ,Gal,division,anti...(max:',I5,')') + READ(N5,*,ERR=500) NUMBUF1,NUMBUF2 + IF(NUMBUF1.LE.0.OR.NUMBUF1.GT.MAXBUF) GOTO 500 + IF(NUMBUF2.LE.0.OR.NUMBUF2.GT.MAXBUF) GOTO 500 + WRITE(N6,1676) + 1676 FORMAT(' DIRECT transform or ANTI ?') + CALL UPPERC(COMAND1) + IF(COMAND1.EQ.'ANTI') THEN + WRITE(N6,1776) + 1776 FORMAT(' Inverse transform') + NFFTFLAG=-1 + ELSE + WRITE(N6,1775) + 1775 FORMAT(' Direct transform') + NFFTFLAG=1 + ENDIF + WRITE(N6,1777) BUFTITC(NUMBUF1),BUFTITC(NUMBUF2),NUMBUF1,NUMBUF2 + 1777 FORMAT(' OF:',A20,' ==>',A20,' Buffer num.:',I5,' ==>',I5) + DO 77 I=1,NEWN + 77 FF1(I)=BUFC(I,NUMBUF1) + CALL FOUR1(FF1,NEWN,NFFTFLAG) + IF(NFFTFLAG.EQ.1) THEN + DO 78 I=1,NEWN ! No normalization for direct transform + 78 BUFC(I,NUMBUF2)=FF1(I) + ELSE + FNORM=CMPLX(NEWN) ! normalizing inverse transform + DO 79 I=1,NEWN + 79 BUFC(I,NUMBUF2)=FF1(I)/FNORM + ENDIF +C +C --------------------------------- +C .......................... FREQUENCY FILTERING (FILTER) +C --------------------------------- + ELSE IF (COMANDO.EQ.COMANDI(22)) THEN + WRITE(N6,1678) MAXBUF + 1678 FORMAT(' Enter 1,2,3,4.. : Fourier Temp.,Gal,division,anti..', + 1 ' max:',I5) + READ(N5,*,ERR=500) NUMBUF + IF(NUMBUF.LE.0.OR.NUMBUF.GT.MAXBUF) GOTO 500 + WRITE(N6,1679) BUFTITC(NUMBUF),NUMBUF + 1679 FORMAT(' Filtering:',A20,' Buffer Num.:',I5) + K=0 + K1=-1 + K2=-1 + AK1=1. + CALL FILTER(BUFC(1,NUMBUF),FF1,NEWN,K,K1,K2,AK1,PXL,T) +C +C ------------------------------------------ +C ..................... GAUSS FREQUENCY FILTERING (GAUSSFILTER) +C ------------------------------------------ + ELSE IF (COMANDO.EQ.COMANDI(60)) THEN + WRITE(N6,1403) + IF(FLAGDEF(1)) THEN + COMAND1=NAMVAL(1) + ELSE + CALL UPPERC(COMAND1) + ENDIF +C the input typing is excluded from the timing + TEMPO=TEMPO+SECNDS(TEMPO) + K=2 ! 2 Is for gaussfiltering ; 1:bandfilter + WRITE(N6,1436) + 1436 FORMAT(' Enter the gauss width ') + READ(N5,*,ERR=500) AK1 + WRITE(N6,*) AK1 + K1=1 ! unused by gauss filteing + K2=NEWN +C + IF(COMAND1.EQ.COMANDI(3)) THEN +C The template is transformed, filtered and antitrasformed + CALL TRASF1(TL0,T0,NLAMT,NMAX,FT,NEWN) +C + CALL FILTER(FT,FF1,NEWN,K,K1,K2,AK1,PXL,T) +C + DO 41 I=1,NEWN + 41 FF1(I)=FT(I) + CALL FOUR1(FF1,NEWN,-1) + DO 42 I=1,NLAMT + 42 T0(I)=REAL(FF1(I))/NEWN +C + ELSE IF(COMAND1.EQ.COMANDI(4)) THEN +C The galaxy is transformed, filtered and antitrasformed + CALL TRASF1(GL0,G0,NLAMG,NMAX,FG,NEWN) +C + CALL FILTER(FG,FF1,NEWN,K,K1,K2,AK1,PXL,G) +C + DO 43 I=1,NEWN + 43 FF1(I)=FG(I) + CALL FOUR1(FF1,NEWN,-1) + DO 44 I=1,NLAMG + 44 G0(I)=REAL(FF1(I))/NEWN +C + ELSE IF(COMAND1.EQ.COMANDI(16)) THEN +C The division S is transformed,filtered and antitrasformed + DO 45 I=1,NEWN + 45 FF2(I)=ANTI(I) + CALL FOUR1(FF2,NEWN,1) +C + CALL FILTER(FF2,FF1,NEWN,K,K1,K2,AK1,PXL,T) +C + CALL FOUR1(FF2,NEWN,-1) + DO 46 I=1,NEWN + 46 ANTI(I)=FF2(I) +C + ELSE IF(COMAND1.EQ.COMANDI(33)) THEN +C in this case transforms both in a single array + CALL TRASF(T0,NLAMT,G0,NLAMG,NMAX,FT,FG,NEWN) +C Template filtering and antitransform + CALL FILTER(FT,FF1,NEWN,K,K1,K2,AK1,PXL,T) + DO 47 I=1,NEWN + 47 FF1(I)=FT(I) + CALL FOUR1(FF1,NEWN,-1) + DO 48 I=1,NLAMT + 48 T0(I)=REAL(FF1(I))/NEWN +C Galaxy filtering and antitransform + CALL FILTER(FG,FF1,NEWN,K,K1,K2,AK1,PXL,G) + DO 49 I=1,NEWN + 49 FF1(I)=FG(I) + CALL FOUR1(FF1,NEWN,-1) + DO 50 I=1,NLAMG + 50 G0(I)=REAL(FF1(I))/NEWN + ELSE + GOTO 550 + ENDIF +C +C ------------------------------------------ +C ..................... BAND FREQUENCY FILTERING (BANDFILTER) +C ------------------------------------------ + ELSE IF (COMANDO.EQ.COMANDI(31)) THEN + WRITE(N6,1402) + IF(FLAGDEF(1)) THEN + COMAND1=NAMVAL(1) + ELSE + CALL UPPERC(COMAND1) + ENDIF +C the input typing is excluded from the timing + TEMPO=TEMPO+SECNDS(TEMPO) + K=1 + WRITE(N6,1466) + 1466 FORMAT(' Enter low and high frequency limits (1 : freq=0)') + READ(N5,*,ERR=500) K1,K2 + WRITE(N6,*) K1,K2 +C + IF(COMAND1.EQ.COMANDI(3)) THEN +C The template is transformed, bandfiltered and antitrasformed + CALL TRASF1(TL0,T0,NLAMT,NMAX,FT,NEWN) +C +C K1 AND K2, input as last saved freq., are used as number +C of frequency to eliminate, considering that 1=freq 0 ,and +C N/2+1 - last freq, are not included in K1 and K2 + K1=K1-1 + MEZZO=NEWN/2+1 + K2=MEZZO-K2+1 +C + CALL FILTER(FT,FF1,NEWN,K,K1,K2,AK1,PXL,T) +C + DO 56 I=1,NEWN + 56 FF1(I)=FT(I) + CALL FOUR1(FF1,NEWN,-1) + DO 57 I=1,NLAMT + 57 T0(I)=REAL(FF1(I))/NEWN +C + ELSE IF(COMAND1.EQ.COMANDI(4)) THEN +C The galaxy is transformed, bandfiltered and antitrasformed + CALL TRASF1(GL0,G0,NLAMG,NMAX,FG,NEWN) +C +C K1 AND K2, input as last saved freq., are used as number +C of frequency to eliminate, considering that 1=freq 0 ,and +C N/2+1 - last freq, are not included in K1 and K2 + K1=K1-1 + MEZZO=NEWN/2+1 + K2=MEZZO-K2+1 +C + CALL FILTER(FG,FF1,NEWN,K,K1,K2,AK1,PXL,G) +C + DO 66 I=1,NEWN + 66 FF1(I)=FG(I) + CALL FOUR1(FF1,NEWN,-1) + DO 67 I=1,NLAMG + 67 G0(I)=REAL(FF1(I))/NEWN +C + ELSE IF(COMAND1.EQ.COMANDI(20)) THEN +C The correlation is transformed, bandfiltered and antitrasformed + CALL TRASF1(CL,C,NLAMT,NMAX,FF2,NEWN) +C +C K1 AND K2, input as last saved freq., are used as number +C of frequency to eliminate, considering that 1=freq 0 ,and +C N/2+1 - last freq, are not included in K1 and K2 + K1=K1-1 + MEZZO=NEWN/2+1 + K2=MEZZO-K2+1 +C + CALL FILTER(FF2,FF1,NEWN,K,K1,K2,AK1,PXL,T) +C + CALL FOUR1(FF2,NEWN,-1) + DO 69 I=1,NLAMG + 69 C(I)=REAL(FF2(I))/NEWN +C + ELSE IF(COMAND1.EQ.COMANDI(33)) THEN +C in this case transforms both in a single array + CALL TRASF(T0,NLAMT,G0,NLAMG,NMAX,FT,FG,NEWN) +C +C K1 AND K2, input as last saved freq., are used as number +C of frequency to eliminate, considering that 1=freq 0 ,and +C N/2+1 - last freq, are not included in K1 and K2 + K1=K1-1 + MEZZO=NEWN/2+1 + K2=MEZZO-K2+1 +C +C Template filtering and antitransform + CALL FILTER(FT,FF1,NEWN,K,K1,K2,AK1,PXL,T) + DO 58 I=1,NEWN + 58 FF1(I)=FT(I) + CALL FOUR1(FF1,NEWN,-1) + DO 61 I=1,NLAMT + 61 T0(I)=REAL(FF1(I))/NEWN +C Galaxy filtering and antitransform + CALL FILTER(FG,FF1,NEWN,K,K1,K2,AK1,PXL,G) + DO 59 I=1,NEWN + 59 FF1(I)=FG(I) + CALL FOUR1(FF1,NEWN,-1) + DO 62 I=1,NLAMG + 62 G0(I)=REAL(FF1(I))/NEWN + ELSE + GOTO 550 + ENDIF +C +C ------------------------------------ +C .......................... DOPPLER SHIFT THE TRANSFORM (FSHIFT) +C ------------------------------------ + ELSE IF (COMANDO.EQ.COMANDI(13)) THEN +C All lambda intervals are supposed to be equal, as they should be. + WRITE(N6,1700) + 1700 FORMAT(' TEMPLATE, GALAXY or DIVISION ?') + CALL UPPERC(COMAND1) + IF(COMAND1.EQ.COMANDI(3)) THEN + DELTAL=TL0(2)-TL0(1) + CALL FSHIFT(FT,FF1,NEWN,DELTAL) + ELSE IF(COMAND1.EQ.COMANDI(4)) THEN + DELTAL=GL0(2)-GL0(1) + CALL FSHIFT(FG,FF1,NEWN,DELTAL) + ELSE IF(COMAND1(1:4).EQ.COMANDI(11)(1:4)) THEN + DELTAL=TL0(2)-TL0(1) + CALL FSHIFT(FS,FF1,NEWN,DELTAL) + ENDIF +C +C -------------------------------------- +C .................... MULTIPLIES THE TRANSFORMS (CORREL) +C -------------------------------------- + ELSE IF (COMANDO.EQ.COMANDI(17)) THEN + IF(NEWN.LE.0) THEN + WRITE(N6,1660) + 1660 FORMAT(' ERROR! - Transforms with zero dimensions -', + 1 ' I assume command: FOURIER') + GOTO 200 + ENDIF + CALL CORRELA(FG,FT,FS,NEWN) +C +C +C -------------------------------------- +C .................... CROSS CORRELATION BY FFT (FCORR) +C BLUE CORRELATION (BFCORR) +C -------------------------------------- + ELSE IF (COMANDO.EQ.COMANDI(55).OR.COMANDO.EQ.COMANDI(63))THEN + IF(NEWN.LE.0) THEN + WRITE(N6,1660) + GOTO 200 + ENDIF +C the strim is extended to avoid overlap and circular cross-corr + N2=MAX(NLAMT,NLAMG) + N22=N2*2 +C makes n22 an integer power of 2 + KN22=2 + DO 71 I=1,30 + KN22=KN22*2 + IF(KN22.GE.N22) GOTO 711 + 71 CONTINUE + 711 N22=KN22 + WRITE(N6,1771) N22 + 1771 FORMAT(' Stream extended with zeroes to:',I6,' points') + IF(N22.GT.NPTMX) THEN + WRITE(N6,1772) N22 + 1772 FORMAT(' ERROR! Not enought space for',I8, + 1 'points; increase NPNTMX') + GOTO 10 + ENDIF + DO 72 I=NLAMT+1,N22 + 72 T0(I)=0.0 + DO 73 I=NLAMG+1,N22 + 73 G0(I)=0.0 + IF(COMANDO.EQ.COMANDI(55)) THEN ! shift to red + CALL CORREL(G0,T0,N22,FF1,FF2,NMAX) + ELSE ! shift to blue + CALL CORREL(T0,G,N22,FF1,FF2,NMAX) + ENDIF + K=1 + DO 74 I=1,N22/2 + C(K)=REAL(FF1(I)) + C(K+1)=AIMAG(FF1(I)) + K=K+2 + 74 CONTINUE + DO 75 I=1,NLAMT + 75 CL(I)=299792.458*(TL0(I)-TL0(1))/TL0(1) + K=NLAMT/3 + CALL MAXPRINT(C,CL,K,N6,CMAX,KCMAX) +C +C ---------------------------------- +C ......................... CIRCULAR CROSS CORRELATION (CIRCOR) +C ---------------------------------- + ELSE IF (COMANDO.EQ.COMANDI(19)) THEN +C I suppose that the galaxy and template have the same lambda +C in a logaritmic scale + CALL CORRTG(TL0,T0,G0,CL,C,NLAMT) +C +C --------------------------------- +C .............................. CROSS CORRELATION (CORRELATION) +C --------------------------------- + ELSE IF (COMANDO.EQ.COMANDI(20)) THEN +C I suppose that the galaxy and template have the same lambda +C in a logaritmic scale +C The correlation peak is fitted by a gauss function. +C And can be bandfiltered in frequency domain + CALL CRXCOR(TL0,T0,G0,CL,C,NLAMT,T,G,PXL,FF1,FF2,NEWN,NMAX) +C +C ------------------------------- +C CONVOLUTION (CONVOLUTION) +C ------------------------------- + ELSE IF (COMANDO.EQ.COMANDI(26)) THEN +C T0, the response function is supposed +C to have its zero in NLAMT/2+1 + CALL CIRCON(T0,NLAMT,GL0,G0,NLAMG,CL,C,FF1,FF2,NMAX,1) +C +C ------------------------------- +C DECONVOLUTION (DECONVOLUTION) +C Not tested ? doesn't work? +C ------------------------------- + ELSE IF (COMANDO.EQ.COMANDI(27)) THEN + CALL CIRCON(T0,NLAMT,GL0,G0,NLAMG,CL,C,FF1,FF2,NMAX,-1) +C +C ------------------------------- +C ..................................DIVIDES THE TRANSFORMS (DIVIDE) +C ..................................DIVIDES THE TRANSFORMS (DIVISION) +C CUTTING EXTREME VALUES +C ------------------------------- + ELSE IF (COMANDO.EQ.COMANDI(11).OR.COMANDO.EQ.COMANDI(64)) THEN + IF(NEWN.LE.0) THEN + WRITE(N6,1660) + GOTO 200 + ENDIF + IF(COMANDO.EQ.COMANDI(64)) THEN ! for commannd: division + SIGDIV=-1.0 ! kills extreme values + NDIVCUT=-1 + CALL DIVCUT(FS,NEWN,SIGDIV,NDIVCUT) + ELSE ! command :divide + CALL DIV(FT,FG,FS,NEWN) + ENDIF +C +C --------------------------- +C ............................. POWER SPECTRA (POWER) +C --------------------------- + ELSE IF (COMANDO.EQ.COMANDI(29)) THEN + CALL POWER(FT,PFT,NEWN) + CALL POWER(FG,PFG,NEWN) + CALL POWER(FS,PFS,NEWN) + CALL POWER(ANTI,PFA,NEWN) +C +C --------------------------- +C ............................. WIENER FILTERING (WIENER) +C --------------------------- + ELSE IF(COMANDO.EQ.COMANDI(30)) THEN + CALL WIENER(TL,T,GL,G,PFG,FS,FF1,NEWN) +C +C --------------------------- +C ............................. ANTI-TRANSFORM (ANTI) +C --------------------------- + ELSE IF (COMANDO.EQ.COMANDI(16)) THEN + IF(NEWN.LE.0) THEN + WRITE(N6,1660) + GOTO 200 + ENDIF + WRITE(N6,1800) + 1800 FORMAT(' TEMPLATE, GALAXY or DIVIDE ?') + CALL UPPERC(COMAND1) +C the input typing is excluded from the timing + TEMPO=TEMPO+SECNDS(TEMPO) + IF(COMAND1.EQ.COMANDI(3)) THEN + DO 80 I=1,NEWN + 80 ANTI(I)=FT(I) + ELSE IF(COMAND1.EQ.COMANDI(4)) THEN + DO 81 I=1,NEWN + 81 ANTI(I)=FG(I) + ELSE IF(COMAND1.EQ.COMANDI(11)) THEN + DO 82 I=1,NEWN + 82 ANTI(I)=FS(I) + ELSE + GOTO 550 + ENDIF + CALL FOUR1(ANTI,NEWN,-1) +C Normalizes (FOUR1 has no normalization) + FNORM=CMPLX(NEWN) + DO 85 I=1,NEWN + 85 ANTI(I)=ANTI(I)/FNORM +C + IF(COMAND1.NE.COMANDI(11)) THEN + WRITE(N6,1802) COMAND1 + 1802 FORMAT(' Put the real part in ',A20,' ? (Y/N)') + READ(N5,1803,ERR=500)YN + 1803 FORMAT(A) + IF(YN.EQ.'Y'.OR.YN.EQ.'y') THEN + IF(COMAND1.EQ.COMANDI(3)) THEN + NLAMT=NEWN + DO 87 I=1,NLAMT + 87 T0(I)=REAL(ANTI(I)) + ELSE IF(COMAND1.EQ.COMANDI(4)) THEN + NLAMG=NEWN + DO 88 I=1,NLAMG + 88 G0(I)=REAL(ANTI(I)) + ENDIF + ENDIF + ENDIF +C +C -------------------------------------------------- +C ........... PIECEWISE CONT.SUB. TRANSFORM AND DIVIDE (SEGMENT) +C -------------------------------------------------- + ELSE IF(COMANDO.EQ.COMANDI(25)) THEN + CALL SEGMENT(TL0,T0,TL,T,NLAMT,GL0,G0,GL,G,NLAMG, + 1 FT,FG,FS,ANTI,NMAX,NEWN,PXL) +C +C +C -------------------------------------------------- +C ........... PIECEWISE CONT.SUB. TRANSFORM AND DIVIDE (SEGMENT1) +C -------------------------------------------------- + ELSE IF(COMANDO.EQ.COMANDI(34)) THEN + CALL SEGMENT1(TL0,T0,TL,T,NLAMT,GL0,G0,GL,G,NLAMG, + 1 FT,FG,FS,ANTI,NMAX,NEWN,PXL) +C +C +C ------------------------------------- +C ........................ FITS REAL ANTI BY A REDSHIFTED GAUSS +C not interactive (FITA) +C interactive (FITTA) +C ------------------------------------- + ELSE IF(COMANDO.EQ.COMANDI(49).OR.COMANDO.EQ.COMANDI(50)) THEN +C Shift anti to have 0 in the middle+1 of the antitransform + N1=NEWN/2 + DO 90 I=1,N1 + TL(I)= REAL(I-1-N1) + TL(I+N1)=REAL(I-1) + T(I)= REAL(ANTI(I+N1)) + T(I+N1)=REAL(ANTI(I)) + GL(I)=1. ! Weights for fitting + GL(I+N1)=1. + 90 CONTINUE + INTERAC=0 + IF(COMANDO.EQ.COMANDI(50)) INTERAC=1 + NPK=3 + IF(PK(2).EQ.0.0) PK(2)=1. ! to avoid overflow + IF(PK(1).LE.0.0) PK(1)=1. ! guess value if absurd sigma + LISTA(1)=1 ! parameters 1:sig + LISTA(2)=2 ! 2: D + LISTA(3)=3 ! 3: z + LISTA(4)=4 ! are varied, pk 4 ignored + NL=3 ! num of pk to vary. (but here npk=3 :pk(4) is hidden) + DLL=299792.458D0* (DBLE(TL0(2))-DBLE(TL0(1)))/DBLE(TL0(1)) + CALL FITA(NEWN,TL,T,GL,G,INTERAC,GAUSZ,NOME,PXL) ! normalized gauss +C CALL FITA(NEWN,TL,T,GL,G,INTERAC,GAUSZA,NOME,PXL) ! unnorm gauss + SIGMA=PK(1)*DLL +C ZETA=PK(3)*DLL ! WRONG ! good only for low zeta (first order approx) + DLL1=DBLE(TL0(2))/DBLE(TL0(1)) + ZETA=(DLL1**PK(3)-1.D0)*299792.458D0 + WRITE(N6,5200)PK(1),PK(2),PK(3),PK(4),SIGMA,ZETA,DLL +C +C ----------------------------------- +C ............................ FITTING THE CROSS CORRELATION PEAK +C ( FITC ) +C ----------------------------------- +C ..................... fitting the cross correlation peak +C with a NORMALIZED gaussian function +C ZERO LAG IS IN VALUE N/2+1, left blue shift + ELSE IF (COMANDO.EQ.COMANDI(54)) THEN + NPK=4 ! 4 parameters + LISTA(1)=1 ! first is sigma + LISTA(2)=2 ! second is D=max of exp + LISTA(3)=3 ! third is z + LISTA(4)=4 ! last is a constant y shift (due to bad contsub) + DLL=299792.458D0* (DBLE(TL0(2))-DBLE(TL0(1)))/DBLE(TL0(1)) + NL=4 ! all parameters are varied + DO 92 I=1,NLAMT + TL(I)=I-NLAMT/2-1 ! cross correlation abscissa, 0 in i=N/2+1 + 92 GL(I)=1.0 ! All points the same weight + INTER=1 ! Interactive fit + CALL FITA(NLAMT,TL,C,GL,T,INTER,GAUSZC,NOME,PXL) + SIGMA=PK(1)*DLL +C ZETA=PK(3)*DLL ! WRONG ! good only for low zeta (first order approx) + DLL1=DBLE(TL0(2))/DBLE(TL0(1)) + ZETA=(DLL1**PK(3)-1.D0)*299792.458D0 + WRITE(N6,5200)PK(1),PK(2),PK(3),PK(4),SIGMA,ZETA,DLL + 5200 FORMAT(' sigma(pixels):',G12.4,' D:',G12.4/ + 1 ' zeta(pixels):',G12.4,' y-const:',G12.4/ + 2 ' SIGMA,ZETA(Km/sec):',2G15.5, ' Km/sec/pixel:',G15.5) +C ------------------------------------ +C FITS complex FG,with GAUSS*EXP(-iz) +C fit to FG (FITS) +C fit to FS (FITG) +C ------------------------------------ + ELSE IF(COMANDO.EQ.COMANDI(51).OR.COMANDO.EQ.COMANDI(52)) THEN + INTERAC=1 + NEWN2=2*NEWN +C Equi ln lambda scale is assumed + IF(TL0(1).GT.2.) THEN + DLL=299792.458D0*(DBLE(TL0(2))-DBLE(TL0(1)))/DBLE(TL0(1)) + ELSE + DLL=1.D0 + ENDIF + IF(DLL.LE.0.D0) DLL=1.D0 + IF(COMANDO.EQ.COMANDI(51)) THEN + CALL FITS(NEWN,TL,T,GL,G,NEWN2,TLW,TW,GLW,GW,FS,INTERAC,PXL) + ELSE + CALL FITG(NEWN,TL,T,GL,G,NEWN2,TLW,TW,GLW,GW,FG,FT,INTERAC,PXL) + ENDIF +C +C --------------------------------------- +C .......................... ALGEBRIC OPERATION ON SPECTRA (ALGEBRA) +C --------------------------------------- + ELSE IF(COMANDO.EQ.COMANDI(67)) THEN + NNN=NLAMT + CALL ALGEBRA(NMAX,MAXBUF,BUF,BUFC,NDIMBUF,NDIMBUFC,NEWN,NNN) +C +C ---------------------------- +C ................................. SET DEFAULT VALUE (DEFAULT) +C ---------------------------- + ELSE IF(COMANDO.EQ.COMANDI(57)) THEN + CALL SETDEF +C +C --------------------------- +C ................................. HELP (HELP) +C --------------------------- + ELSE IF(COMANDO.EQ.COMANDI(18)) THEN + WRITE(N6,5300) COMANDI + 5300 FORMAT(' Allowed commands:'/(1X,A20)) +C +C --------------------------- +C ..................................... LAST CHOICE +C --------------------------- + ELSE + 550 WRITE(N6,5500) + 5500 FORMAT(' !!!!ERROR: COMMAND NOT RECOGNIZED, type HELP for help') +C + ENDIF +C ================================= END IF on commands + GOTO 10 +C + 500 CONTINUE + WRITE(N6,5001) + 5001 FORMAT(' !!! INPUT ERROR - Give command again !') + GOTO 10 + 100 CONTINUE + WRITE(N6,5000) + 5000 FORMAT(' !!!!ERROR IN FILE OPENING') + GOTO 10 + END +C + SUBROUTINE ADD(T,N) +C ------------------------------------------------------------ +C Add a constant value to the spectrum +C ------------------------------------------------------------ + COMMON/TAPE/ N5,N6,N7 + DIMENSION T(N) +C + AMAX=-1.E38 + AMIN=1.E38 + AMED=0.0 + DO 10 I=1,N + IF(T(I).LT.AMIN) AMIN=T(I) + IF(T(I).GT.AMAX) AMAX=T(I) + AMED=AMED+T(I) + 10 CONTINUE + AMED=AMED/N + 15 WRITE(N6,1000) AMAX,AMIN,AMED + 1000 FORMAT(' Max value:',E12.5,' min :',E12.5,' medium:',E12.5/ + 1 ' Enter the value to add ') + READ(N5,*,ERR=550) ADDING + DO 20 I=1,N + 20 T(I)=T(I)+ADDING + WRITE(N6,3000) ADDING + 3000 FORMAT(' Added:',E12.5) + RETURN + 550 WRITE(N6,9000) + 9000 FORMAT(' READING ERROR ! ') + GOTO 15 + END +C + SUBROUTINE ALGEBRA(NMAX,MAXBUF,BUF,BUFC,NDIMBUF,NDIMBUFC, + 1 NEWN,NNN) +C ------------------------------------------------------------ +C Algebric operations on spectra or on transforms +C ------------------------------------------------------------ + COMMON/TAPE/N5,N6,N7 + DIMENSION BUF(NMAX,MAXBUF) + COMPLEX BUFC(NMAX,MAXBUF) + DIMENSION NDIMBUF(MAXBUF), NDIMBUFC(MAXBUF) +C + CHARACTER*1 YN,CR + LOGICAL RFLAG/.TRUE./ + COMPLEX COSTC +C +C Each buffer has its dimension in NDIMBUF, but here +C simply NNN (for real) and NEWN (for complex) are used. +C after the following simple tests: + NC=MAX(NEWN,NDIMBUFC(1),NDIMBUFC(2),NDIMBUFC(3)) + IF(NC.GT.NMAX) NC=NMAX + NR=MAX(NNN,NDIMBUF(1),NDIMBUF(2)) +C + 10 CONTINUE ! input loop +C + N1R=1 + N2R=NR + N1C=1 + N2C=NC + WRITE(N6,1000) N1R,N2R,N1C,N2C + 1000 FORMAT(' Algebra on real range:',2I5,' complex range:',2I5/ + 1 ' Enter:'/ + 2 ' R: real algebra flag'/ + 2 ' C: complex algebra flag'/ + 3 ' N: change range'/ + 4 ' I: initialize a buffer'/ + 4 ' A: add to a constant'/ + 5 ' M: multiply by a constant'/ + 5 ' =: fills a buffer'/ + 6 ' +: sums spectra or transform'/ + 7 ' -: subtracts spectra or transforms'/ + 8 ' *: multiplies '/ + 9 ' /: divides'/ + A ' E,0: end and returns') +C + IF(RFLAG) THEN + WRITE(N6,1100) + 1100 FORMAT(' NOW PERFORMING REAL ALGEBRA ON SPECTRA') + ELSE + WRITE(N6,1200) + 1200 FORMAT(' NOW PERFORMING COMPLEX ALGEBRA ON TRANSFORMS') + ENDIF +C + READ(N5,2000) YN + 2000 FORMAT(A) + CALL UPCASE(YN) +C +C in all these options enlarge output buffer dimension if needed + IF(YN.EQ.'I'.OR.YN.EQ.'A'.OR.YN.EQ.'M'.OR.YN.EQ.'='.OR. + 1 YN.EQ.'+'.OR.YN.EQ.'-'.OR.YN.EQ.'*'.OR.YN.EQ.'/') THEN + IF(RFLAG)THEN + IF(NDIMBUF(NB1).LT.N2R) THEN + NDIMBUF(NB1)=N2R + WRITE(N6,3210) NB1,N2R + ENDIF + 3210 FORMAT(' Buffer:',I3,' extended to',I4,' values') + ELSE + IF(NDIMBUFC(NB1).LT.N2R) THEN + NDIMBUFC(NB1)=N2R + WRITE(N6,3210) NB1,N2R + ENDIF + ENDIF + ENDIF +C + IF(YN.EQ.'R') THEN + RFLAG=.TRUE. + ELSE IF(YN.EQ.'C') THEN + RFLAG=.FALSE. + ELSE IF(YN.EQ.'E'.OR.YN.EQ.'0') THEN + RETURN +C + ELSE IF(YN.EQ.'N') THEN + IF(RFLAG) THEN + WRITE(N6,3000) NR,NMAX,N1R,N2R + 3000 FORMAT(' Actual dim:',I5,' Max dim:',I5, + 1 ' Enter new limits, now:',2I5) + READ(N5,*,ERR=500) N1R,N2R + IF(N1R.LE.0) N1R=1 + IF(N2R.GT.NMAX) N2R=NR + ELSE + WRITE(N6,3000) NC,NMAX,N1C,N2C + READ(N5,*,ERR=500) N1C,N2C + IF(N1C.LE.0) N1C=1 + IF(N2C.GT.NMAX) N2C=NC + ENDIF +C + ELSE IF(YN.EQ.'A') THEN + CALL ALGASK(2,NB1,NB2,NB3,1,COSTR,COSTC,RFLAG,MAXBUF) + IF(RFLAG) THEN + DO 20 I=N1R,N2R + 20 BUF(I,NB1)=BUF(I,NB2)+COSTR + WRITE(N6,2200) NB1,NB2,COSTR + 2200 FORMAT(' Now: buf(',I5,' )= buf(',I5,') + ',2G15.5) + ELSE + DO 22 I=N1C,N2C + 22 BUFC(I,NB1)=BUF(I,NB2)+COSTC + WRITE(N6,2200) NB1,NB2,COSTC + ENDIF +C + ELSE IF(YN.EQ.'M') THEN + CALL ALGASK(2,NB1,NB2,NB3,1,COSTR,COSTC,RFLAG,MAXBUF) + IF(RFLAG) THEN + DO 24 I=N1R,N2R + 24 BUF(I,NB1)=BUF(I,NB2)*COSTR + WRITE(N6,2400) NB1,NB2,COSTR + 2400 FORMAT(' Now: buf(',I5,' )= buf(',I5,') * ',2G15.5) + ELSE + DO 26 I=N1C,N2C + 26 BUFC(I,NB1)=BUF(I,NB2)+COSTC + WRITE(N6,2400) NB1,NB2,COSTC + ENDIF +C + ELSE IF(YN.EQ.'I') THEN + CALL ALGASK(1,NB1,NB2,NB3,1,COSTR,COSTC,RFLAG,MAXBUF) + IF(RFLAG) THEN + DO 30 I=N1R,N2R + 30 BUF(I,NB1)=COST + WRITE(N6,3200) NB1,COSTR + 3200 FORMAT(' Now: buf(',I5,' )= ',2G15.5) + ELSE + DO 32 I=N1C,N2C + 32 BUFC(I,NB1)=COSTC + WRITE(N6,3200) NB1,COSTC + ENDIF +C + ELSE IF(YN.EQ.'=') THEN + CALL ALGASK(2,NB1,NB2,NB3,0,COSTR,COSTC,RFLAG,MAXBUF) + IF(RFLAG) THEN + DO 34 I=N1R,N2R + 34 BUF(I,NB1)=BUF(I,NB2) + ELSE + DO 36 I=N1C,N2C + 36 BUFC(I,NB1)=BUFC(I,NB2) + ENDIF + WRITE(N6,3400) NB1,NB2 + 3400 FORMAT(' Now: buf(',I5,' )= buf(',I5,')') +C + ELSE IF(YN.EQ.'+') THEN + CALL ALGASK(3,NB1,NB2,NB3,0,COSTR,COSTC,RFLAG,MAXBUF) + IF(RFLAG) THEN + DO 40 I=N1R,N2R + 40 BUF(I,NB1)=BUF(I,NB2)+BUF(I,NB3) + ELSE + DO 42 I=N1C,N2C + 42 BUFC(I,NB1)=BUFC(I,NB2)+BUFC(I,NB2) + ENDIF + WRITE(N6,4000) NB1,NB2,NB3 + 4000 FORMAT(' Now: buf(',I5,' )= buf(',I5,') + buf(',I5,' )') +C + ELSE IF(YN.EQ.'*') THEN + CALL ALGASK(3,NB1,NB2,NB3,0,COSTR,COSTC,RFLAG,MAXBUF) + IF(RFLAG) THEN + DO 44 I=N1R,N2R + 44 BUF(I,NB1)=BUF(I,NB2)*BUF(I,NB3) + ELSE + DO 46 I=N1C,N2C + 46 BUFC(I,NB1)=BUFC(I,NB2)*BUFC(I,NB2) + ENDIF + WRITE(N6,4400) NB1,NB2,NB3 + 4400 FORMAT(' Now: buf(',I5,' )= buf(',I5,') * buf(',I5,' )') +C + ELSE IF(YN.EQ.'-') THEN + CALL ALGASK(3,NB1,NB2,NB3,0,COSTR,COSTC,RFLAG,MAXBUF) + IF(RFLAG) THEN + DO 60 I=N1R,N2R + 60 BUF(I,NB1)=BUF(I,NB2)-BUF(I,NB3) + ELSE + DO 62 I=N1C,N2C + 62 BUFC(I,NB1)=BUFC(I,NB2)-BUFC(I,NB3) + ENDIF + WRITE(N6,6000) NB1,NB2,NB3 + 6000 FORMAT(' Now: buf(',I5,' )= buf(',I5,') - buf(',I5,' )') +C + ELSE IF(YN.EQ.'/') THEN + CALL ALGASK(3,NB1,NB2,NB3,0,COSTR,COSTC,RFLAG,MAXBUF) + IF(RFLAG) THEN + DO 64 I=N1R,N2R + IF (BUF(I,NB3).NE.0.0) THEN + BUF(I,NB1)=BUF(I,NB2)/BUF(I,NB3) + ELSE + BUF(I,NB1)=0.0 + ENDIF + 64 CONTINUE + ELSE + DO 66 I=N1C,N2C + IF(BUFC(I,NB3).NE.0.0) THEN + BUFC(I,NB1)=BUFC(I,NB2)/BUFC(I,NB3) + ELSE + BUFC(I,NB1)=0.0 + ENDIF + 66 CONTINUE + ENDIF + WRITE(N6,6400) NB1,NB2,NB3 + 6400 FORMAT(' Now: buf(',I5,' )= buf(',I5,') / buf(',I5,' )') +C + ELSE + WRITE(N6,5000) YN + 5000 FORMAT(' ERROR! UNRECOGNIZED COMMAND:',A2,' reenter!') + ENDIF +C + GOTO 10 + 500 WRITE(N6,5500) + 5500 FORMAT(' ERROR ! ERROR ! ERROR !') + GOTO 10 + END +C + SUBROUTINE ALGASK(K1,NB1,NB2,NB3,K2,COSTR,COSTC,RFLAG,MAXBUF) +C ---------------------------------------------------------- +C Used by routine Algebra to ask for constants and buf. numbers +C ---------------------------------------------------------- + COMMON/TAPE/ N5,N6,N7 + COMPLEX COSTC + LOGICAL RFLAG +C + 10 CONTINUE + WRITE(N6,1000) MAXBUF + 1000 FORMAT(' Buffers are: 1=template , 2=galaxy, 3=division or corr', + 1 '4=anti, max:',I5/ + 2 ' enter n1,n2,n3 in => buf(n1)= buf(n2) +*/- buf(n3)') + IF(K1.EQ.1) THEN + READ(N5,*,ERR=500) NB1 + IF(NB1.GT.MAXBUF.OR.NB1.LE.0) GO TO 500 + ELSE IF(K1.EQ.2) THEN + READ(N5,*,ERR=500) NB1,NB2 + IF(NB1.GT.MAXBUF.OR.NB1.LE.0) GO TO 500 + IF(NB2.GT.MAXBUF.OR.NB2.LE.0) GO TO 500 + ELSE + READ(N5,*,ERR=500) NB1,NB2,NB3 + IF(NB1.GT.MAXBUF.OR.NB1.LE.0) GO TO 500 + IF(NB2.GT.MAXBUF.OR.NB2.LE.0) GO TO 500 + IF(NB3.GT.MAXBUF.OR.NB3.LE.0) GO TO 500 + ENDIF +C + IF(K2.LE.0) RETURN + WRITE(N6,2000) + 2000 FORMAT(' Enter constant (real or complex)') + IF(RFLAG) THEN + READ(N5,*,ERR=500)COSTR + ELSE + READ(N5,*,ERR=500)COSTC + ENDIF +C + RETURN + 500 WRITE(N6,5000) +5000 FORMAT(' ERROR ! ERROR ! reenter input !') + GOTO 10 + END +C + SUBROUTINE BROAD(N5,N6,N7,N,NMAX,B,DLL1) +C ----------------------------------------------------- +C Multiplies B(N), the complex fourier transform of a spectrum, +C By an input given redshifted broadening function: +C g*exp( 2 pi i s/n v/c) exp(-1/2 ( 2 pi s/n s/c)**2) +C g,s,v are asked to the user. +C N5= input unit, N6=output unit, N7= log unit (unused) +C NMAX= real dimension of B +C ------------------------------------------------------- + PARAMETER C=299792.458D0 + PARAMETER DUEPI=6.283185307D0 ! C and DUEPI may be real*4 ? + REAL*8 DLL1 + COMPLEX B(NMAX) ,COMPLESSO + LOGICAL GOODSCALE + REAL*8 DLL + COMMON /GUESSPK/ENNE,DLL,GPK(4),LGPK(4),PK(4),NL,NPK,LISTA(4) + 1 ,CHISQ,Q,FORERR(4),CHIFACTOR,AVERERR2 +C + GOODSCALE=.TRUE. ! need lambda scale to convert from + IF(DLL1.LE.0.0) THEN ! inner "pixel" unit to km/sec + WRITE(N6,900) DLL1 + 900 FORMAT(' WARNING, lambda scale not available, lambda2/lambda1=', + 1 G15.8/' Give sigma and v in PIXEL') + GOODSCALE=.FALSE. + ELSE + WRITE(N6,910) DLL1,DLL + 910 FORMAT(' l2/l1=',G15.8,' km/sec/pixel=',G15.8) + ENDIF +C + NERR=0 ! input error counter + 10 CONTINUE ! input error loop + WRITE(N6,1000) + 1000 FORMAT(' Enter sigma, v (km/sec) , gamma') + READ(N5,*,ERR=100) SS,VV,G + GOTO 150 + 100 NERR=NERR+1 + WRITE(N6,1100) NERR + 1100 FORMAT(1X,I2,' INPUT ERROR ! Try again ') + IF(NERR.GT.3) GOTO 10 + WRITE(N6,1200) + 1200 FORMAT(' ERROR AGAIN ! Command aborted ') + RETURN + 150 CONTINUE +C convert to pixel + IF(GOODSCALE) THEN ! convert from km/sec to "pixel" units + S=SS/DLL + IF(VV.EQ.0.) THEN + V=0. + ELSE + V= LOG(VV/C+1.D0)/LOG(DLL1) + ENDIF + ELSE ! NO CONVERSION "pixel" units are assumed + S=SS + V=VV + ENDIF + WRITE(N6,1300) S,V,G + 1300 FORMAT(' In "pixel" units: sigma=',G15.7,' v=',G15.7, + 1 ' gamma=',G15.5) +C +C The values of the discrete transform are ordered in this way: +C B(1):freq 0 , B(2):freq 1 ...b(n):freq n-1=freq (-1) +C + N2=N/2 + DUEPIS=(DUEPI*S)/N + DUEPIV=(DUEPI*V)/N + ESP=-0.5*(DUEPIS*DUEPIS) +C + B(1)=B(1)*CMPLX(G,0.0) +C + DO 20 I=2,N2 + FREQ=I-1 + FACT=G*EXP(ESP*(FREQ*FREQ)) + ARG=DUEPIV*FREQ + REALE=COS(ARG)*FACT + AIMA=SIN(ARG)*FACT + COMPLESSO=CMPLX(REALE,AIMA) + B(I)=B(I)*COMPLESSO +C when freq=>-freq ===> real=>real,imm=>-imm ( complex conj.) + B(N-I+2)=B(N-I+2)*CONJG(COMPLESSO) + 20 CONTINUE +C + FREQ=N2 + FACT=G*EXP(ESP*(FREQ*FREQ)) + ARG=DUEPIV*FREQ + B(N2+1)=FACT*B(N2+1)*CMPLX(COS(ARG),SIN(ARG)) +C + RETURN + END +C + SUBROUTINE BRUTEFT(TL0,T0,TL,DTL,N,FT,NNUOVO,NMAX) +C ------------------------------------------------------ +C Brute force Fourier Transform. This is used as a trick +C to interpolate data to equilog interval, without +C altering the fourier spectrum. +C ------------------------------------------------------ + DIMENSION TL0(N),T0(N),TL(N),DTL(N) + COMPLEX FT(NMAX) + REAL*8 PI,REALE,AIMM,ELLE,DLN,DLNUOVO,ESSE + DATA PI/3.141592653589793/ +C + IF(NNUOVO.LE.0) THEN + WRITE(N6,1000) NNUOVO,N + 1000 FORMAT(' Requested number of points:',I5,' Set to:',I6) + NNUOVO=N + ENDIF +C + CALL EVEN(NNUOVO,NEVEN,NMAX) + NNUOVO=NEVEN + IF(NNUOVO.GT.NMAX) THEN + NNUOVO=512 + WRITE(N6,2000) NNUOVO + 2000 FORMAT(' Too many requested points , increase MAXPT', + 1 ' trasf. limited to:',I5) + ENDIF +C +C Log interval + DL=LOG10(DBLE(TL0(N))/DBLE(TL0(1)))/(N-1) + DLN=DL*N + DLNUOVO=DL*NNUOVO +C + WRITE(N6,3000) N,NNUOVO,DL + 3000 FORMAT(' Transforming: points:',I6,' freq:',I6,' Dlog:',G15.5) +C Log lambda scale + TL(1)=0.0 + DO 10 I=1,N + TL(I)=LOG10(DBLE(TL0(I))/DBLE(TL0(1))) + 10 CONTINUE +C +C T0*d(LOG TL0) for each T0 + DTL(1)=T0(1)*(TL(2)-TL(1)) + DTL(N)=T0(N)*(TL(N)-TL(N-1)) + DO 20 I=2,N-1 + DTL(I)=T0(I)*0.5*(TL(I+1)-TL(I-1)) + 20 CONTINUE +C +C Integration, for each freq. value + DO 30 I=1,NNUOVO ! loops on fourier component + ESSE=DBLE((I-1)*N)/DBLE(NNUOVO) + ARG=(2.D0*PI)*ESSE/DLN + REALE=0.0D0 + AIMM=0.0D0 + DO 40 J=1,N ! sums over input T0 values + ELLE=TL(J) + REALE=REALE+DTL(J)*COS(ARG*ELLE) + AIMM=AIMM +DTL(J)*SIN(ARG*ELLE) + 40 CONTINUE + FT(I)=CMPLX(REALE,AIMM)/DL +C ########################## per prove +C write(99,9999) i,TL(i),dtl(i),arg,reale/DL,aimm/DL +C write(6,9999) i,TL(i),dtl(i),arg,reale/DL,aimm/DL +C9999 format(1x,I3, +C 1 ' tl:',G12.5,'dtl:',g12.5,'arg:',g12.5' ft:',2g12.5) +C ########################## per prove + 30 CONTINUE +C + RETURN + END +C + SUBROUTINE CIRCON(T0,NT,SL0,S0,NS,CL,C,FG,ANTI,NMAX,K) +C ------------------------------------------------------ +C Convolution by using fourier transform +C T0 is the response function, S0 the data, C the output +C If K=1 convolution, if K=-1 deconvolution +C ------------------------------------------------------ + COMMON/TAPE/ N5,N6,N7 + DIMENSION T0(NT),SL0(NS),S0(NS) + DIMENSION CL(NMAX),C(NMAX) + DIMENSION ANTI(NMAX) + COMPLEX FG(NMAX) +C + IF(NT.GT.NS) WRITE(N6,1000) NT + 1000 FORMAT(' !!!! ERROR', + 1 ': Template cannot have here more values than galaxy:',2I6) +C +C chek if ns is an integer power of two +C otherwise the arrays are extended with zeroes +C + KS=2 + 30 CONTINUE + IF(NS.EQ.KS) GOTO 400 + IF(NS.LT.KS) GOTO 300 + KS=KS*2 + GO TO 30 + 300 CONTINUE +C + WRITE(N6,2000)NS,KS + 2000 FORMAT(' The original dimension of ',I4, + 1 ' has been extended to ',I4) + IF(KS.GT.NMAX) WRITE(N6,3000) NMAX + 3000 FORMAT(' ERROR! Increase the maximum dimension, which is:',I5) +C +C Increasing S0 and SL0, to obtain NS values. +C Log lambda scale is supposed, in adding missing lambda values + DELTL=SL0(NS)/SL0(NS-1) + DO 40 I=NS+1,KS + S0(I)=0.0 + SL0(I)=SL0(I-1)*DELTL + 40 CONTINUE +C +C The response function is stored in CL, in wrap around order, +C assuming that the zero is in T0(NT/2+1) +C + 400 NS=KS +C Zero in CL(1), positive values into CL(2,3 ..NT/2+1) + N1=NT/2 + DO 10 I=N1+1,NT + CL(I-N1)=T0(I) + 10 CONTINUE +C +C Negative values into CL(KS,KS-1 ...KS-NT/2+1) + DO 15 I=N1,1,-1 + CL(KS+I-N1)=T0(I) + 15 CONTINUE +C +C Other CL values are filled with zeroes + DO 17 I=NT-N1+1,KS-N1 + CL(I)=0.0 + 17 CONTINUE +C + CALL CONVLV(S0,KS,CL,K,ANTI,FG,NMAX) +C + DO 20 I=1,KS + C(I)=ANTI(I) + CL(I)=SL0(I) + 20 CONTINUE + RETURN + END +C + SUBROUTINE CONTIN(AL0,A0,A,PESI,NI,K,K1,PXL,AA) +C ------------------------------------------------------ +C This routine subtract the continuum fron the spectrum. +C A polynomial fit in used to represent the continuum +C The maximum order for the polinomium is 20 +C Only the non zero part of the spectrum is treated. +C +C K is the polinomium order (if <=0 interactive usage ) +C +C K1=1 => divides by the continuum, otherwise subtracts +C A0,AL0: input spectrum - In fitting PXL is used instead of +C AL0, to avoid too big numbers (and overflow) +C AA: modified spectrum +C A: continuum +C PESI: weigths for continuum calculation +C ------------------------------------------------------ + COMMON/TAPE/ N5,N6,N7 +C + EXTERNAL POLY + PARAMETER (NMAX=20) + DIMENSION AL0(NI),A0(NI),A(NI),PXL(NI),AA(NI),PESI(NI) + DIMENSION DUM(NMAX,NMAX),DUM1(NMAX),DUM2(NMAX) + DIMENSION COEFF(NMAX) + CHARACTER*1 YN + CHARACTER*20 NOME + CHARACTER*20 NOME1/'CONTINUUM '/ + CHARACTER*20 NOME2/'CONT-SUB '/ + CHARACTER*20 NOME3/'CONT-NORM '/ +C + DO 1 I=1,NI + PESI(I)=1. + 1 AA(I)=A0(I) +C +C Looks for N1,N2 the first and last non-zero values +C + N1=1 + N2=NI + DO 5 I=1,NI + IF(AA(I).NE.0.0) GOTO 105 + 5 CONTINUE +C All data are zero, no warning and goes on computing. + GOTO 205 + 105 N1=I + 205 CONTINUE + DO 7 I=NI,1,-1 + IF(AA(I).NE.0.0) GO TO 107 + 7 CONTINUE +C All data are zero, no warning and goes on computing. + GOTO 207 + 107 N2=I + 207 CONTINUE +C Computes NNI, the number of non-zero values + NNI=N2-N1+1 +C The following (null) part of the spectrum is used only for output + DO 8 I=1,N1-1 + 8 A(I)=0.0 + DO 9 I=N2+1,NI + 9 A(I)=0.0 +C +C + NMAX1=NMAX-1 +C .................................... fit loop + 10 CONTINUE +C + IF(K.GT.0.AND.K.LE.NMAX1) THEN ! test pol. order, if bad reads it + MFIT=K + ELSE + WRITE(N6,1000)NMAX1,NMAX1 + 1000 FORMAT(' Enter the polinomium order (<=',I5, + 1 '),-1=>QUIT, >',I5,'=>interactive usage)') + READ(N5,*,ERR=550) MFIT + ENDIF +C + 110 MFIT=MFIT+1 ! MFIT is the number of pol. coefficients=1+ pol. order +C + IF (MFIT.GT.NMAX) THEN ! shift to interactive usage + WRITE (N6,5000) NMAX1 + 5000 FORMAT(1X,I5,' Is the maximun value') + WRITE(N6,1001) + 1001 FORMAT(' Now interactive usage.') + K=0 + GOTO 10 + ELSE IF(MFIT.LE.0) THEN ! quit + GO TO 500 + ENDIF +C + WRITE(N6,1500) + 1500 FORMAT(' Polinomial fitting the spectum ..... ') +C Pxl is used in fit instead of AL0 to avoid overflow + CALL FITTA1(PXL(N1),AA(N1),PESI(N1),NNI,COEFF,MFIT, + 1 DUM,DUM1,DUM2,CHISQ,POLY) + WRITE(N6,2000) CHISQ,(COEFF(J),J=1,MFIT) + 2000 FORMAT(' Chisquare=',E12.5,' Coefficients: C0+C1*x+C2*x**2+..'/ + 1 5(1X,E12.5)) +C +C Computes the continuum + DO 20 I=N1,N2 + A(I)=COEFF(1) + DO 20 J=2,MFIT + A(I)=A(I)+COEFF(J)*PXL(I)**(J-1) + 20 CONTINUE +C + IF(K.LE.0) GOTO 350 ! for interactive way subtracts only on reqest + 200 IF(K1.NE.1) THEN +C Subtracts the continuum + WRITE(N6,2500) + 2500 FORMAT(' Subtracting continuum ...') + DO 30 I=N1,N2 + 30 AA(I)=AA(I)-A(I) + ELSE +C Divides by the continuum + WRITE(N6,2600) + 2600 FORMAT(' Dividing by continuum ...') + DO 35 I=N1,N2 + IF(A(I).NE.0.0) AA(I)=AA(I)/A(I) + 35 CONTINUE + ENDIF + 350 CONTINUE +C +C ................................... begin interactive part + IF(K.LE.0) THEN + 37 CONTINUE + WRITE(N6,3000) ! Plotting the continuum + 3000 FORMAT(' - : subtract, A :plot continuum, B: print cont.') + WRITE(N6,3100) + 3100 FORMAT(' P: plot cont.subtracted, S:print cont-sub,'/ + 1 ' C: compute contin., E:end, Q:quit, R:reset'/ + 2 ' T:type, F: spectrum zone=continuum,', + 3 ' Z: set to 0/1'/' W:weights, U: plot weights') + READ(N5,3001,ERR=550) YN + 3001 FORMAT(A) + IF(YN.EQ.'A'.OR.YN.EQ.'a') THEN + XMAX=0.0 + XMIN=0.0 ! ===========> PLOT CONTINUUM + YMAX=0.0 + YMIN=0.0 + KPLOT=2 + CALL PLOTTA(NI,PXL,AL0,A0,A,XMAX,XMIN,YMAX,YMIN,NOME1,KPLOT) +C ! Printing the continuum + ELSE IF(YN.EQ.'B'.OR.YN.EQ.'b') THEN + CALL PRINTA(AL0,A,NI) + ELSE IF(YN.EQ.'P'.OR.YN.EQ.'p') THEN + XMAX=0.0 + XMIN=00. + YMAX=0.0 ! ============> PLOT CONTINUUM subtracted + YMIN=0.0 + KPLOT=2 + IF(K1.EQ.1) THEN + NOME=NOME3 + ELSE + NOME=NOME2 + ENDIF + CALL PLOTTA(NI,PXL,AL0,A0,AA,XMAX,XMIN,YMAX,YMIN,NOME,KPLOT) + ELSE IF(YN.EQ.'S'.OR.YN.EQ.'s') THEN + CALL PRINTA(AL0,A,NI) ! ======> PRINT SPECTRUM + ELSE IF(YN.EQ.'C'.OR.YN.EQ.'c') THEN + GOTO 10 ! ======> FIT AGAIN + ELSE IF(YN.EQ.'-') THEN + GOTO 200 ! ======> SUBTRACT CONTINUUM + ELSE IF(YN.EQ.'Q'.OR.YN.EQ.'q') THEN + RETURN ! ======> QUIT + ELSE IF(YN.EQ.'E'.OR.YN.EQ.'e') THEN + GOTO 499 ! ======> SAVE AND RETURN + ELSE IF(YN.EQ.'R'.OR.YN.EQ.'r') THEN + WRITE(N6,3500) + 3500 FORMAT(' Resetting spectrum to its initial value ...') + DO 39 J=1,NI + 39 AA(J)=A0(J) ! ======> RESET SPECTRUN + ELSE IF(YN.EQ.'T'.OR.YN.EQ.'t') THEN + WRITE(N6,4000) NI ! ======> TYPE + 4000 FORMAT(' Enter first and last value to type (max:',I5,' )') + READ(N5,*,ERR=37) J1,J2 + IF(J1.GT.J2.OR.J1.LE.0.OR.J2.GT.NI) GOTO 37 + WRITE(N6,4100) + 4100 FORMAT(' pixel ',3X,'lambda',5X,'spectrum',6X,'now', + 1 6X,'continuum',6X,' weight') + WRITE(N6,4200) (J,AL0(J),A0(J),AA(J),A(J),PESI(J),J=J1,J2) + 4200 FORMAT(1X,I6,5G12.3) + ELSE IF(YN.EQ.'Z'.OR.YN.EQ.'z') THEN + WRITE(N6,4001) NI ! =======> CHANGE TO 0/1 + 4001 FORMAT(' Enter first and last value to set 0(max:',I5,' )') + READ(N5,*,ERR=37) J1,J2 + IF(J1.GT.J2.OR.J1.LE.0.OR.J2.GT.NI) THEN + WRITE(N6,4011) J1,J2 + 4011 FORMAT(' ERROR! Inconsistent values given:',2I5) + GOTO 37 + ENDIF + DO 41 J=J1,J2 + IF(K1.NE.1) THEN + AA(J)=0.0 + ELSE + AA(J)=1. + ENDIF + 41 CONTINUE + ELSE IF(YN.EQ.'F'.OR.YN.EQ.'f') THEN + WRITE(N6,4001) NI ! =======> CHANGE TO CONTINUUM + 4002 FORMAT(' Enter first and last value to set (max:',I5,' )') + READ(N5,*,ERR=37) J1,J2 + IF(J1.GT.J2.OR.J1.LE.0.OR.J2.GT.NI) THEN + WRITE(N6,4011) J1,J2 + GOTO 37 + ENDIF + DO 43 J=J1,J2 + 43 AA(J)=A(J) + ELSE IF(YN.EQ.'W'.OR.YN.EQ.'w') THEN ! ========> WEIGHTS FOR CONT.COMP. + 44 WRITE(N6,4001) NI + READ(N5,*,ERR=37) J1,J2 + IF(J1.GT.J2.OR.J1.LE.0.OR.J2.GT.NI) THEN + WRITE(N6,4011) J1,J2 + GOTO 37 + ENDIF + WRITE(N6,4005) J1,J2 + 4005 FORMAT(' enter weight for data from:',I5,' to ',I5) + READ(N5,*,ERR=37) DDUM + DO 45 J=J1,J2 + 45 PESI(J)=DDUM + GOTO 44 + ELSE IF(YN.EQ.'U'.OR.YN.EQ.'u') THEN + XMAX=0.0 + XMIN=0.0 ! ===========> PLOT WEIGHTS + SPECTRUM + YMAX=0.0 + YMIN=0.0 + KPLOT=2 + CALL PLOTTA(NI,PXL,AL0,PESI,A0,XMAX,XMIN,YMAX,YMIN, + 1 NOME1,KPLOT) + ELSE + GOTO 550 ! ==============> UNRECOGNIZED COMMAND + ENDIF + GOTO 37 ! To terminal inquire again + ENDIF +C ............................ end of interactive part + 499 DO 40 I=N1,N2 + 40 A0(I)=AA(I) +C + 500 RETURN + 550 WRITE(N6,9000) + 9000 FORMAT(' INPUT ERROR! ') + GOTO 37 + END +C + SUBROUTINE CONTINP(TL0,T0,T,NT,K,K1,K2) +C ------------------------------------------------------ +C Piecewise continuum subtraction +C K is the polinomium order to represent the continuum +C K1 is the number of segments in which the data are divided +C to be represented with a polinomium +C If (K.OR.K1)=<0 interactive subtraction in each segmant +C and ask for plot in each segment. +C K2 is the fraction of data of near segments used in polynomial +C fit for a segment, to reduce discontinuity at segment boundaries +C Moreover, at user choice, the fit of a segment can be +C merged with the fit of the preceeding segment to smooth +C the boundary discontinuity (this is the default for non +C interactive usage of this routine) +C ------------------------------------------------------ + COMMON/TAPE/ N5,N6,N7 + DIMENSION TL0(NT),T0(NT),T(NT) + EXTERNAL POLY + PARAMETER (NMAX=20) + DIMENSION DUM(NMAX,NMAX),DUM1(NMAX),DUM2(NMAX) + DIMENSION COEFF(NMAX) + CHARACTER*1 YN +C +C NEACH=0 if no count has been done + NEACH=0 +C + IF(K1.GE.0.AND.K1.LT.NT) THEN + NSEG=K1 + ELSE +C + 10 CONTINUE + WRITE(N6,1000)NT + 1000 FORMAT(' Data are dimensioned:',I5/ + 1 ' Enter the number of intervals (=0 = Exit; <0=quit)') + READ(N5,*) NSEG +C Exit and Quit : + IF(NSEG.EQ.0.AND.NEACH.GT.0) GOTO 500 + IF(NSEG.LE.0) RETURN +C +C Ending the if on K1 value + ENDIF +C Cheeks and asks for the polinomium order + 15 CONTINUE +C IF(K.GT.0.AND.K.LT.NMAX) THEN + IF(K.GT.0.AND.K.LT.5) THEN ! frozen to 5 to avoid overflow + MFIT=K ! see contin for a corrective action + ELSE +C + 17 NMAX1=NMAX-1 + WRITE(N6,1100)NMAX1 +C 1100 FORMAT(' Enter the polinomium order (<=',I5,')') + 1100 FORMAT(' Enter the polinomium order (<= 4) ',I5) + READ(N5,*) MFIT + IF(MFIT.LT.0.OR.MFIT.GE.NMAX) GOTO 17 + ENDIF +C +C MFIT is the number of pol. coefficients=1+ pol. order + MFIT=MFIT+1 +C +C Computes the dimension of each segment +C + NEACH=NT/NSEG + WRITE(N6,1200) NSEG,NEACH + 1200 FORMAT(' Data divided into',I4,' segments of ',I5,' points.') + NLAST=NEACH+(NT-NEACH*NSEG) + IF(NLAST.NE.NEACH) WRITE(N6,1300) NLAST + 1300 FORMAT(' Last segment has ',I5,' points.') + IF(NEACH.LT.MFIT+3) THEN + WRITE(N6,1350) + 1350 FORMAT(' Inconsistent data! Not enought point in each segment', + 1 'for the polinomium order') +C Turns to interactive usage: + K=0 + K1=0 + GOTO 10 + ENDIF +C + IF(K2.GE.0.AND.K2.LE.100) THEN + NFRAC=K2 + ELSE + 19 WRITE(N6,1353) + 1353 FORMAT(' Enter the overlap fraction for near segments') + READ(N5,*) NFRAC + IF(NFRAC.LT.0.OR.NFRAC.GT.100) THEN + WRITE(N6,1355) + 1355 FORMAT(' YOU MUST GIVE A NUMBER BETWEEN 0 AND 100 !') + GOTO 19 + ENDIF + ENDIF + NFRAC=NEACH*NFRAC/100. +C +C Asks for merging of a fit with the fit of the preceeding segment +C For non-interactive usage + IF(NSEG.NE.K1.OR.MFIT.NE.K+1) THEN + WRITE(N6,1360) + 1360 FORMAT(' Do you want to smooth boudary discontinuity ?' + 1 '(Y/N)') + READ(N5,1361) YN + 1361 FORMAT(A) + ELSE + YN='Y' + ENDIF +C +C .......... The following loop is on segmants NSEG +C + DO 30 NSTEP=1,NSEG +C N1,N2: bounds for each segment +C N11,N22 : bounds including overlap fraction + N1=(NSTEP-1)*NEACH+1 + IF(NSTEP.EQ.1) THEN + N=NEACH + N2=N1+N-1 + NN=N+NFRAC + N11=N1 +C N22=N2+NFRAC + ELSE IF(NSTEP.EQ.NSEG) THEN + N=NLAST + N2=N1+N-1 + NN=N+NFRAC + N11=N1-NFRAC +C N22=N2 + ELSE + N=NEACH + N2=N1+N-1 + NN=N+NFRAC+NFRAC + N11=N1-NFRAC +C N22=N2+NFRAC + ENDIF +C Polinomyal fit for the segment + CALL FITTA(TL0(N11),T0(N11),NN,COEFF,MFIT, + 1 DUM,DUM1,DUM2,CHISQ,POLY) + WRITE(N6,2000) CHISQ,(COEFF(J),J=1,MFIT) + 2000 FORMAT(' Chisquare=',E12.5,' Coefficients: C0+C1*x+C2*x**2+..'/ + 1 5(1X,E12.5)) +C +C Computes the continuum + DO 40 I=N1,N2 + T(I)=COEFF(1) + DO 40 J=2,MFIT + T(I)=T(I)+COEFF(J)*TL0(I)**(J-1) + 40 CONTINUE +C +C Smoothing of boudary between segments. +C The fit for this segmen is summed to the fit of the +C previus segment with weights proportional to the +C boundary distance + IF((YN.EQ.'Y'.OR.YN.EQ.'y').AND.NSTEP.NE.1) THEN + ANORM=1./(N1-N11) + DO 44 I=N11+1,N1-1 + TT=COEFF(1) + DO 45 J=2,MFIT + 45 TT=TT+COEFF(J)*TL0(I)**(J-1) + T(I)=ANORM*(TT*(I-N11)+T(I)*(N1-I)) + 44 CONTINUE + ENDIF +C + 30 CONTINUE +C ................. End of the loop on segments +C +C For non-interactive usage + IF(NSEG.NE.K1.OR.MFIT.NE.K+1) THEN + WRITE(N6,3000) + 3000 FORMAT(' Do you want a printing for the continuum?' + 1 '(Y/N)') + READ(N5,3001) YN + 3001 FORMAT(A) + IF(YN.EQ.'Y'.OR.YN.EQ.'y') CALL PRINTA(TL0,T,NT) + ENDIF +C +C Subtracts the continuum + DO 50 I=1,NT + 50 T(I)=T0(I)-T(I) +C + IF(NSEG.NE.K1.OR.MFIT.NE.K+1) THEN + WRITE(N6,3100) + 3100 FORMAT(' Do you want a continuum-subtracted printing ?' + 1 '(Y/N)') + READ(N5,3001) YN + IF(YN.EQ.'Y'.OR.YN.EQ.'y') CALL PRINTA(TL0,T,NT) + ENDIF +C + IF(NSEG.EQ.K1.AND.MFIT.EQ.K+1) THEN + 500 DO 60 I=1,NT + 60 T0(I)=T(I) + RETURN + ENDIF + GOTO 10 + END +C +C + SUBROUTINE CORRELA(FT,FS,FG,N) +C ------------------------------------------------------ +C Multiplies two fourier transform obtaining the +C transform of their correlation function. +C ------------------------------------------------------ + COMPLEX FT(N),FS(N),FG(N) + DO 10 I=1,N + 10 FG(I)=FT(I)*CONJG(FS(I)) + RETURN + END +C + SUBROUTINE CORRTG(TL,T,S,CL,C,N) +C -------------------------------------------------------- +C Circular Cross Correlation +C -------------------------------------------------------- + DIMENSION TL(N),T(N),S(N),CL(N),C(N) +C + DO 10 I=0,N-1 + C(I+1)=0.0 + DO 20 J=1,N + K=MOD(J+I,N) + C(I+1)=C(I+1)+T(J)*S(K) + 20 CONTINUE + 10 CONTINUE +C CL should be the doppler shift in km/sec +C delta lambda/lambda=z => v=c*z=c*delta lamb/lamb + DO 30 I=1,N + CL(I)=(TL(I)-TL(1))/TL(I)*299792.458 + 30 CONTINUE + RETURN + END +C + SUBROUTINE COSBELL(AL,A,N,F,K) +C ------------------------------------------------ +C Applies a cosine bell function window to A(AL) +C F is the fraction (%) of data which are modified +C F refers to the non zero part of the data stream +C if K<=0 doesn't look for first and last non 0 points +C ------------------------------------------------ + DIMENSION AL(N),A(N) + REAL*8 ARG,PI,DENOM,AF + DATA PI/3.141592653589793/ +C +C Looks for N1,N2 the first and last non-zero values +C + N1=1 + N2=N + IF( K.LE.0) GOTO 300 ! in this case non lookka i NE.0 + DO 5 I=1,N + IF(A(I).NE.0.0) GOTO 105 + 5 CONTINUE +C All data are zero, no warning and goes on computing. + GOTO 205 + 105 N1=I + 205 CONTINUE + DO 7 I=N,1,-1 + IF(A(I).NE.0.0) GO TO 107 + 7 CONTINUE +C All data are zero, no warning and goes on computing. + GOTO 207 + 107 N2=I + 207 CONTINUE +C + 300 DSTEP=AL(2)-AL(1) + NF=F/100.*(N2-N1-1) ! buono per n pari? + AF=F/100.D0*(AL(N2)-AL(N1)-DSTEP) + DENOM=PI/AF +C + DO 10 I=N1,N1+NF + ARG=(AL(I)-AL(N1))*DENOM + 10 A(I)=A(I)*0.5D0*(1.D0-COS(ARG)) + DO 20 I=N2-NF,N2 + ARG=(AL(N2)-AL(I))*DENOM + 20 A(I)=A(I)*0.5D0*(1.D0-COS(ARG)) +C + RETURN + END +C + SUBROUTINE CRXCOR(TL,T,G,CL,C,N,PESI,YC,PXL,FT,ANTI,NEWN,NMX) +C ----------------------------------------------------------- +C Properly normalized cross correlation +C T and G are supposed to share the same dimension and lambda +C Work.array: pesi=weights for fita (YC=computed Y by fita) +C YC= used also by filter (to plot) +C PXL=0,1,2,3 ... N-1 ( used by fita ) +C FT,ANTI: work array for filtering. +C NMX: max num of points available +C ----------------------------------------------------------- + COMMON/TAPE/ N5,N6,N7 + DIMENSION TL(N),T(N),G(N),CL(N),C(N),PXL(N) + COMPLEX FT(N),ANTI(N) + DIMENSION PESI(N),YC(N) + CHARACTER*1 YN + CHARACTER*20 NOME/'Correlation'/ + EXTERNAL GAUSZC,GAUSZC1 + REAL*8 DLL + COMMON /GUESSPK/ENNE,DLL,GPK(4),LGPK(4),PK(4),NL,NPK,LISTA(4) + 1 ,CHISQ,Q,FORERR(4),CHIFACTOR,AVERERR2 + REAL*8 DLL1,ZETA +C + N2=N/2 +C +C ============================= for only red shifted galaxy === +C 5 DO 10 I=1,N +C C(I)=0.0 +C K=I-1 +C DO 20 J=1,N-K +C C(I)=C(I)+T(J)*G(J+K) +C 20 CONTINUE +C C(I)=C(I)/(N-K) +C 10 CONTINUE +C CL should be the doppler shift in km/sec +C delta lambda/lambda=z => v=c*z=c*delta lamb/lamb +C DO 30 I=1,N +C CL(I)=299792.458*(TL(I)-TL(1))/TL(1) +C 30 CONTINUE +C +C N3=N/3 +C Find and print the max values (on the first n/3=n3 values) +C CALL MAXPRINT(C,CL,N3,N6,CMAX,KCMAX) +C **************************************** TO INSERT AND TEST TO +C HAVE BLUE SHIFT ALSO + 5 CONTINUE + DO 10 I=1,N2 + K=I-1 + C(N2+I)=0.0 + C(N2-K)=0.0 + DO 20 J=1,N-K + 20 C(N2+I)=C(N2+I)+T(J)*G(J+K) ! to red + DO 21 J=1,N-I + 21 C(N2-K)=C(N2-K)+T(J+I)*G(J) ! to blue + C(N2+I)=C(N2+I)/(N-K) + C(N2-K)=C(N2-K)/(N-I) + 10 CONTINUE +C zero lag is in N/2+1 + CL(N2+1)=0.0 + DO 30 I=2,N2 + CL(N2+I)=299792.458*(TL(I)-TL(1))/TL(1) + CL(N2-I+2)=-CL(N2+I) + 30 CONTINUE + CL(1)=-299792.458*(TL(N2+1)-TL(1))/TL(1) + N3=N/3 +C Find and print the max values (on the cantral n/3=n3 values) + CALL MAXPRINTC(C,CL,N,N3,N6,CMAX,KCMAX) +C +C ********************************************************** +C +C rescaling of the cross correlation for easier plotting + IF(CMAX.GT.0.0) THEN + DO 35 I=1,N + 35 C(I)=C(I)/CMAX + ENDIF +C + 80 CONTINUE +C ..................... PLOTTING the cross correlation + WRITE(N6,2000) + 2000 FORMAT(' Enter: P=plot ,F=fit.rout., B=bandfilter, E=return,' + 1 ' T=type, C= corr.again') + READ(N5,3000) YN + 3000 FORMAT(A) + IF(YN.EQ.'e'.OR.YN.EQ.'E') THEN + RETURN + ELSE IF(YN.EQ.'C'.OR.YN.EQ.'c') THEN + GOTO 5 + ELSE IF(YN.EQ.'P'.OR.YN.EQ.'p') THEN + XMAX=0.0 ! recomputes max and min + XMIN=0.0 ! over n data, not n2=n/2 + YMAX=0.0 + YMIN=0.0 + KPLOT=1 + CALL PLOTTA(N,PXL,CL,C,C,XMAX,XMIN,YMAX,YMIN,NOME,KPLOT) +C +C ..................... fitting the cross correlation peak + ELSE IF(YN.EQ.'F'.OR.YN.EQ.'f') THEN + NPK=4 ! 4 parameters + LISTA(1)=1 ! first is sigma + PK(1)=5. ! Guess value (pixels) + LISTA(2)=2 ! second is D=max of exp +C ! guess is the max gausz value=max corr. value *sqrt(pi)*sigma +C ! Cmax has been renormalized to 1 + PK(2)=1.7724538*PK(1) * 1. + LISTA(3)=3 ! third is z + PK(3)=KCMAX-N2-1 ! note: z=0 is in pixel n/2-1 +C PK(3)=KCMAX-1 ! guess is the corr. lag z (pxl begins from 0) + LISTA(4)=4 ! fourth is a y-constant often present, + PK(4)=0.1 ! due to the bad cont. sub. + DLL=(299792.458D0* (DBLE(TL(2))-DBLE(TL(1))))/DBLE(TL(1)) + NL=4 ! all parameters are varied + ENNE=N ! needed by GAUSZC1 throught /guesspk/ + DO 70 I=1,N ! All points the same weight + 70 PESI(I)=1.0 + INTER=1 ! Interactive fit + CALL FITA(N,PXL,C,PESI,YC,INTER,GAUSZC1,NOME,PXL) + SIGMA=PK(1)*DLL +C ZETA=PK(3)*DLL ! WRONG ! good only for low zeta (first order approx) + DLL1=DBLE(TL(2))/DBLE(TL(1)) + ZETA=(DLL1**PK(3)-1.D0)*299792.458D0 + WRITE(N6,5000) PK(1),PK(2),PK(3),PK(4),SIGMA,ZETA,DLL + 5000 FORMAT(' sigma(pixels):',G13.5,' D:',G13.5/ + 1 ' zeta(pixels):',G13.5,' y-const:',G13.5/ + 2 ' SIGMA,ZETA(Km/sec):',2G15.6,' Km/sec/pixel:',G12.6) +C +C ....................................... band filter in freq.domain + ELSE IF(YN.EQ.'B'.OR.YN.EQ.'b') THEN +C The correlation is transformed, bandfiltered and antitrasformed + CALL TRASF1(CL,C,N,NMX,FT,NEWN) +C +C K1 AND K2, input as last saved freq., are used as number +C of frequency to eliminate, considering that 1=freq 0 ,and +C N/2+1 - last freq, are not included in K1 and K2 + K1=K1-1 + MEZZO=NEWN/2+1 + K2=MEZZO-K2+1 + KFILT=0 +C + CALL FILTER(FT,ANTI,NEWN,KFILT,K1,K2,AK1,PXL,YC) ! anti,YC : work array +C + DO 68 I=1,NEWN + 68 ANTI(I)=FT(I) + CALL FOUR1(ANTI,NEWN,-1) + DO 69 I=1,N + 69 C(I)=REAL(ANTI(I))/NEWN + ELSE IF (YN.EQ.'T'.OR.YN.EQ.'t') THEN + WRITE(N6,5100) N + 5100 FORMAT(' Enter the first and last point to see, max:',I5) + READ(N5,*,ERR=80) KT1,KT2 + IF(KT1.LE.0) KT1=1 + IF(KT2.GT.N.OR.KT2.LE.0) KT2=N + WRITE(N6,5200) (PXL(J),CL(J),C(J),J=KT1,KT2) + 5200 FORMAT(' pixel:',G12.4,' Km/sec:',G12.4,' Corr:',G12.4) + ENDIF + GOTO 80 + END +C + SUBROUTINE CSHIFT(TL0,T0,TL,T,N) +C ------------------------------------------------------------ +C Circular shift by a given number of points +C ------------------------------------------------------------ + COMMON/TAPE/ N5,N6,N7 + DIMENSION TL0(N),T0(N),TL(N),T(N) + CHARACTER*1 YN +C +C Logaritmic scale is assumed +c DELTAL=TL0(2)/TL0(1) + 10 CONTINUE + WRITE(N6,1000) + 1000 FORMAT(' Enter the number of poit (>0 redshift,0=quit)') + READ(N5,*) NZ + IF(NZ.EQ.0) RETURN +C + DO 20 I=1,N + N1=I+NZ + N1=MOD(N1,N) +C If negative (blue shift) sums to N + IF(N1.LE.0)N1=N1+N +C TL(N1)=TL0(I) ! doesn't move lambda values + 20 T(N1)=T0(I) +C + 500 CONTINUE + DO 50 I=1,N + TL0(I)=TL(I) + T0(I)=T(I) + 50 CONTINUE + RETURN + END +C + SUBROUTINE CSHIFTF(FT,FTDUM,M) +C ------------------------------------------------------------ +C Circular shift FT(M) , complex, by a given number of points +C FTDUM: WORK array +C ------------------------------------------------------------ + COMMON/TAPE/ N5,N6,N7 + COMPLEX FT,FTDUM + DIMENSION FT(M),FTDUM(M) +C + 10 WRITE(N6,1000) M + 1000 FORMAT(' Enter points to shift (<0 LEFT)', + 1 ' and dimension, (now:',I5,')') + READ(N5,*,ERR=550) NZ,N + IF(NZ.EQ.0) RETURN + IF(N.LE.0) N=M +C + DO 20 I=1,N + N1=I+NZ + N1=MOD(N1,N) + IF(N1.LE.0)N1=N1+N ! If negative (blue shift) sums to N + 20 FTDUM(N1)=FT(I) +C + DO 50 I=1,N + FT(I)=FTDUM(I) + 50 CONTINUE +C + RETURN +C + 550 WRITE(N6,5500) + 5500 FORMAT(' INPUT ERROR!') + GOTO 10 + END +C + SUBROUTINE CUT(AL1,AL2,NI,NO,A,AL) +C ------------------------------------------ +C NEVER USED NOR TESTED ! +C Reduces A(AL) to the interval AL1<=AL<=AL2 +C NI : input dimension of A,AL +C NO : output dimension of A,AL +C ------------------------------------------ +C + DIMENSION A(NI),AL(NI) +C +C Looks for the point AL1 +C + K1=1 + DO 10 I=1,NI + IF(AL(I).LE.AL1) GO TO 10 + K1=I-1 + GO TO 100 + 10 CONTINUE + 100 CONTINUE +C +C Looks for the point AL2 +C + K2=NI + DO 20 I=NI,1,-1 + IF(AL(I).GE.AL2) GO TO 20 + K2=I+1 + GO TO 200 + 20 CONTINUE + 200 CONTINUE +C +C The vector AL(NI) and A(NI) are compressed +C + NO=K2-K1+1 + DO 30 I=1,NO + A(I)=A(K1+I-1) + AL(I)=AL(K1+I-1) + 30 CONTINUE +C + RETURN + END +C + SUBROUTINE DIV(FT,FG,FS,NK) +C ---------------------------------------- +C Divides two complex vectors +C a minimum (real) value for the quotient can be forced +C to reduce the division increased noise +C --------------------------------------- + COMMON/TAPE/ N5,N6,N7 + COMPLEX FT(NK),FG(NK),FS(NK) +C + 10 WRITE(N6,1000) + 1000 FORMAT(' Enter the maximum absolute value for denom(0=none)') + READ(N5,*,ERR=10) GMAX +C + IF(GMAX.LT.0.0) GMAX=0.0 +C + DO 20 I=1,NK + AMOD=ABS(FT(I)) + IF(AMOD.GT.GMAX) THEN + FS(I)=FG(I)/FT(I) + ELSE + WRITE(N6,2000) I,AMOD,GMAX + 2000 FORMAT(' Value number:',I5,'=FS/',1PE15.6, + 1 ' is too great, new value:',1PE15.6) + FS(I)=CMPLX(GMAX,0.0) + ENDIF + 20 CONTINUE +C Cutoff on max value for real and imm part of FS + 22 WRITE(N6,3000) + 3000 FORMAT(' Enter the maximum value for real,imm FG (0=none)') + READ(N5,*,ERR=22) GMAX +C + IF(GMAX.LE.0.0) RETURN +C + 24 WRITE(N6,3010) + 3010 FORMAT(' Enter the new value for data above maximum ') + READ(N5,*,ERR=24) GMAX1 +C + DO 30 I=1,NK + AR=REAL(FS(I)) + AI=AIMAG(FS(I)) + IF(ABS(AR).LE.GMAX.AND.ABS(AI).LE.GMAX) GOTO 30 + IF(ABS(AR).GT.GMAX) AR=SIGN(GMAX1,AR) + IF(ABS(AI).GT.GMAX) AI=SIGN(GMAX1,AI) + WRITE(N6,4000) I,FS(I),AR,AI + 4000 FORMAT(' Value :',I5,2(1X,1PE12.3), + 1 ', CHANGED TO:',2(1X,1PE12.3)) + FS(I)=CMPLX(AR,AI) + 30 CONTINUE +C + RETURN + END +C + SUBROUTINE DIVCUT(F,N,SIG,NMEAN) +C ------------------------------------------ +C In F set to mean value the values exceeding +C Sig times the standard deviation +C of the mean over nmean values +C ------------------------------------------- + COMMON/TAPE/ N5,N6,N7 + COMPLEX F(N) + COMPLEX TOT,FF +C + IF(SIG.EQ.0.0) SIG=3. ! defaults + IF(NMEAN.EQ.0) NMEAN=N/50 +C + 10 IF(SIG.LE.0) THEN + WRITE(N6,1000) + 1000 FORMAT(' Enter the allowed number of sigma, for deviation') + READ(N5,*,ERR=500) SIG + WRITE(N6,*) SIG + ENDIF + IF(NMEAN.LE.0.OR.NMEAN.GT.N) THEN + WRITE(N6,2000) + 2000 FORMAT(' Enter the allowed number of points for average') + READ(N5,*,ERR=500) NMEAN + WRITE(N6,*) NMEAN + ENDIF +C + NVARIED=0 ! counters for printing + NIMM=0 + NREAL=0 + DO 20 I=1,N + TOT=0.0 + N1=MAX(1,I-NMEAN/2) + N2=MIN(N,I+NMEAN/2) + DO 30 J=N1,N2 ! mean + 30 TOT=TOT+F(J) + NUM=N2-N1+1 + IF(NUM.LE.0) GOTO 20 + TOT=TOT/NUM + DEVR=0.0 + DEVI=0.0 + DO 40 J=N1,N2 ! std for real and imm parts + FF=F(J)-TOT + DEVR=DEVR+REAL(FF)**2 + DEVI=DEVI+AIMAG(FF)**2 + 40 CONTINUE + DEVR=SQRT(DEVR/NUM) + DEVI=SQRT(DEVI/NUM) + AR=REAL(F(I)) + AI=AIMAG(F(I)) + TR=REAL(TOT) + TI=AIMAG(TOT) + SOGLIAR=DEVR*SIG + SOGLIAI=DEVI*SIG + IF(ABS(AR-TR).GT.SOGLIAR.OR.ABS(AI-TI).GT.SOGLIAI) THEN + NVARIED=NVARIED+1 + IF(ABS(AR-TR) .GT. SOGLIAR) THEN + AR=TR + NREAL=NREAL+1 + ENDIF + IF(ABS(AI-TI) .GT. SOGLIAI) THEN + AI=TI + NIMM=NIMM+1 + ENDIF + WRITE(N6,3000) I,F(I),AR,AI,DEVR,DEVI + 3000 FORMAT(1X,I5,1X,2G11.3,'=>',2G11.3,' dev:',2G11.3) + F(I)=CMPLX(AR,AI) + ENDIF + 20 CONTINUE + WRITE(N6,4000) NVARIED,NIMM,NREAL + 4000 FORMAT(' Total of',I5,' points varied:',I5,' real changed', + 1 I5,' imm.') + RETURN + 500 WRITE(N6,5000) + 5000 FORMAT(' INPUT ERROR ! REENTER') + GOTO 10 + END +C + SUBROUTINE DOUBLE(TL0,T0,TL,T,N,NMAX,K,PXL,SINCERR) +C --------------------------------------------------------- +C The spectrum is piecewise interpolated by a polinomium +C of order K-1 . In this way a new point is added between +C each pair of points and at the end of the spectrum. +C Output is a spectrum enlarged to 2*N points. +C If K=0 the Wittaker sinc interpolation is used. +C SINCERR IS 1/error in sinc interpolation. +C --------------------------------------------------------- + COMMON/TAPE/ N5,N6,N7 +C + DIMENSION TL0(NMAX),T0(NMAX),TL(NMAX),T(NMAX),PXL(NMAX) + REAL*8 DELTAL +C + N2=2*N + IF(N2.GT.NMAX) THEN + WRITE(N6,1000) NMAX,N2 + 1000 FORMAT(' ERROR!! Execution impossible, the value of NMAX:', + 1 I6,' must be increased to ',I6) + RETURN + ENDIF + 100 IF(K.GT.N.OR.K.LT.0) THEN + WRITE(N6,1100) K + 1100 FORMAT(I5,': invalid value for polinomium order! REENTER') + READ(N5,*) K + GOTO 100 + ENDIF + IF(ERROR.LT.0.0.AND.K.EQ.0) THEN + WRITE(N6,1150) SINCERR + 1150 FORMAT(' Enter 1/FRACT. ERROR, DEF=1000000.') + READ(N5,*)SINCERR + ENDIF + IF(K.EQ.0.AND.SINCERR.LE.0.) SINCERR=1000000. +C + ERROR=0.0 + TERROR=0.0 +C Saves the spectrum in T,TL + DO 10 I=1,N + TL(I)=TL0(I) + 10 T(I)=T0(I) +C ........... Sets lambda scale and T0 new values + WRITE(N6,1200) + 1200 FORMAT(' Log. lambda scale assumed for new lambda values') +C New Lambda interval (equilogaritmic lambda scale) + IF(TL0(1).EQ.0.0) THEN + DELTAL=1.D0 ! in this case bad lambda scale + ELSE + DELTAL=DBLE(TL0(2))/DBLE(TL0(1)) + ENDIF +C + IF(DELTAL.LE.1.D0) THEN ! Bad lambda scale (or fictious one) + WRITE(N6,1300) + 1300 FORMAT(' BAD LAMBDA SCALE !, assumed lambda = 0,1,2,3..') + ELSE ! Instead for good lambda scale: + DELTAL=DSQRT(DELTAL) + ENDIF +C +C Store the data in T0,in the new positions + DO 20 I=1,N + 20 T0(2*I-1)=T(I) +C + IF(K.GT.0) THEN ! ----- polinomial interpolation ----- +C Sets the new lambda values + IF(DELTAL.LE.1.D0) THEN ! Bad lambda scale + DO 23 I=1,N + 23 TL(I)=PXL(2*I-1) ! assign to TL the TL0 fictious lam.scale + DO 25 I=1,N2 + 25 TL0(I)=PXL(I) + ELSE ! good lambda scale (TL not reassigned) + DO 27 I=2,N2,2 + TL0(I-1)=TL(I/2) + 27 TL0(I)=TL0(I-1)*DELTAL + ENDIF +C + DO 30 I=2,N2,2 ! loop on new T0 points to compute + I1=MAX(1,I/2-K/2+1) ! Finds the first and last point for interpolation + I2=I1+K-1 + IF(I2.GT.N) THEN + I2=N + I1=N-K+1 + ENDIF +C Interpolated value at TL0(I) + CALL POLINT(TL(I1),T(I1),K,TL0(I),T0(I),ERR) +C + IF(ERR.GT.ERROR) ERROR=ERR + TERROR=TERROR+ERR + 30 CONTINUE + ELSE ! ------ Wittaker sinc interpolation ----- + TSAMPLE=2. ! sampling interval for T0 (in the new scale) + DO 35 I=1,N ! fictious lambda scale in TL0 + 35 TL0(I)=PXL(2*I-1) ! that is : TL0 = 0,2,4,6, .... + DO 40 I=2,N2,2 !................ LOOP on T0 value to found + ALAMBDA=I-1 ! with fictious lambda= 1,3,5,7 ... +C T0(I)=WITTC(T,TL0,ALAMBDA,N,TSAMPLE,SINCERR) ! periodic sinc + T0(I)=WITT(T,TL0,ALAMBDA,N,TSAMPLE) + 40 CONTINUE +C Now sets new lambda values + IF(DELTAL.GE.1.D0) THEN ! For bad lambda scale + DO 45 I=1,N2 + 45 TL0(I)=PXL(I) + ELSE ! Log lambda scale + DO 50 I=2,N2,2 + TL0(I-1)=TL(I/2) + 50 TL0(I)=TL0(I-1)*DELTAL + ENDIF + ENDIF ! ............................( end of if on polin. or sinc) +C + IF(K.GT.0) THEN ! for polinomial interp. + TERROR=TERROR/N2 + WRITE(N6,3000) N,N2,TERROR,ERROR + 3000 FORMAT(' Data increased from:',I5,' to:',I5,' values.', + 1 ' Medium and max. interp. error:', + 2 E12.5,1x,E12.5) +C + ELSE ! for sinc interpolation + WRITE(N6,3500) N,N2,SINCERR + 3500 FORMAT(' Data increased from:',I5,' to:',I5, + 1 ' Sinc interp. error=1./',G12.5) + ENDIF + N=N2 + RETURN + END +C + SUBROUTINE EVEN(N,NEWN,NMAX) +C -------------------------------------------------------- +C NEWN is computed as the first integer power of 2 after N +C -------------------------------------------------------- + COMMON /TAPE/N5,N6,N7 +C + K=2 + 30 CONTINUE + IF(N.EQ.K) GOTO 400 ! OK, N is an integer power of two. + IF(N.LT.K) GOTO 300 ! OK, next integer power of two found. + K=K*2 + GO TO 30 +C + 300 CONTINUE + WRITE(N6,2000)N,K + 2000 FORMAT(' The original dimension of ',I6, + 1 ' must be the a power of 2:',I6) + IF(K.GT.NMAX) WRITE(N6,3000) NMAX + 3000 FORMAT(' ERROR! Increase the maximum dimension, which is:',I5) +C + 400 NEWN=K + RETURN + END +C + SUBROUTINE EXPAND(AL,A,N,NEWN,NMAX,PXL) +C -------------------------------------------------------- +C embeds the spectrum into a vector filled with 0.0 +C N is the old number of points +C NEWN the new number of points , if <= interactive usage, +C if <=N is the number of points to add at both ends of spectrum +C NMAX the max dimension of A,AL +C -------------------------------------------------------- + COMMON/TAPE/ NN5,NN6,NN7 + DIMENSION AL(NMAX),A(NMAX),PXL(NMAX) + REAL*8 STEP,RAPP +C + 10 CONTINUE + IF(NEWN.GT.NMAX.OR.NEWN.LE.0) THEN + WRITE(N6,1000) NEWN,NMAX + 1000 FORMAT(' Num.of points(',I5,' )> max:',I5, + 1 ' REENTER ( <=0: exit )') + READ(N5,*,ERR=500) NEWN + IF(NEWN.LE.0) RETURN + GOTO 10 + ENDIF +C + IF(NEWN.LE.N) THEN ! change num. of points to add to + NEWN=2*NEWN+N ! new nun of points + GOTO 10 + ENDIF +C + KN1=(NEWN-N)/2 ! num of points added before the spectrum + KN2=N+KN1+1 ! first point added after the spectrum + KSCAL=0 + CALL LEGGESCAL(AL,N,KSCAL) ! test lambda scale + IF(AL(2)-AL(1).EQ.AL(3)-AL(2)) THEN ! linear scale + RAPP=0.0D0 + STEP=AL(2)-AL(1) + WRITE(N6,3000) STEP + 3000 FORMAT(' Linear lambda scale assumed, step:',G15.5) + ELSE + STEP=0.0 + IF(AL(1).EQ.0.0) THEN + RAPP=1.D0 + ELSE + RAPP=DBLE(AL(2))/DBLE(AL(1)) + ENDIF + WRITE(N6,4000) RAPP + 4000 FORMAT(' Log. lambda scale assumed with ratio:',G15.5) + ENDIF +C shift values to right by KN1 points + DO 20 I=N,1,-1 + AL(I+KN1)=AL(I) + 20 A(I+KN1)=A(I) +C set first KN1 points + DO 30 I=KN1,1,-1 + A(I)=0.0 + IF(RAPP.GT.0.0D0) THEN + AL(I)=AL(I+1)/RAPP + ELSE + AL(I)=AL(I+1)-STEP + ENDIF + 30 CONTINUE +C set last points from KN2 to NEWN + DO 40 I=KN2,NEWN + A(I)=0.0 + IF(RAPP.GT.0.0D0) THEN + AL(I)=AL(I-1)*RAPP + ELSE + AL(I)=AL(I-1)+STEP + ENDIF + 40 CONTINUE + WRITE(N6,6000) N,NEWN,KN1,NEWN-N-KN1,KN2,NEWN + 6000 FORMAT(' Spectrum extended from',I6,' to',I6,'points'/ + 1 ' first',I5,' and last',I5,' points are 0; from',I6,' to',I6) + N=NEWN + RETURN + 500 WRITE(N6,7000) + 7000 FORMAT(' INPUT ERROR REENTER!') + GOTO 10 + END +C + SUBROUTINE FDOUBLE(F,N,NMAX) +C -------------------------------------------------------- +C Doubles the number of points by adding zeroes to the +C upper frequency end of the fourier transform +C -------------------------------------------------------- + COMMON /TAPE/ N5,N6,N7 + COMPLEX F(NMAX) +C + N2=N*2 +C + IF(N2.GT.NMAX) THEN + WRITE(N6,1000) N2,NMAX + 1000 FORMAT(' ERROR! requested number of points:',I6, + 1 ' must be less than:',I6,' nothing done!') + RETURN + ENDIF +C move n/2 point , starting from point N. +C ( qui potrebbe partire ance dal primo, non sovrappone raddoppiando) + DO 10 I=N,N/2+1,-1 + 10 F(N2+I-N)=F(I) + DO 20 I=N/2+2,N2-N/2 ! zero central points + F(I)=CMPLX(0.0,0.0) + 20 CONTINUE + N=N2 + RETURN + END +C + SUBROUTINE FILTER(FT,FT1,N,K,K1,K2,AK1,PXL,T) +C -------------------------------------------------------- +C Filter in the transform domain, +C modifying user-chosen frequencies. +C K=0 => Interactive usage +C K=1 => Low and high band filter (Freq < K1 suppressed) +C (Freq > K2 suppressed) +C K=2 => Gauss filtering (AK1 is the gaussian width ) +C K=3 => Set immaginary part to 0.0 +C PXL=0,1,2,..n-1 +C -------------------------------------------------------- + COMMON/TAPE/ NN5,NN6,NN7 + DIMENSION PXL(N),T(N) ! T => work array for plotting + COMPLEX FT(N),FT1(N) + CHARACTER*1 YN + CHARACTER*20 NOME,NOMER,NOMEI + REAL*8 ADUM,PI,ASIG,FACT ! controllare che servono in doppia + DATA PI /3.14159265358979323846/ + DATA NOMER,NOMEI/'FT-corr-real','FT-corr-imm'/ +C Options flag: list, reset, plot, quit, band filter, plot real-imm. + DATA N1,N2,N3,N4,N5,N6,N7,N8,N9,N10,N11 + 1 /1,2,3,4,5,6,7,8,9,10,11/ +C + MEZZO=N/2+1 +C + 1 CONTINUE + DO 5 I=1,N + 5 FT1(I)=FT(I) +C Non interactive usage + IF(K.EQ.1) GOTO 200 ! to bandfilter + IF(K.EQ.2) GOTO 400 ! to gaussfilter + IF(K.EQ.3) GOTO 800 ! to set imm part to zero +C ...................... interactive usage loop + 10 WRITE(NN6,1000) N,N1,N2,N3,N4,N5,N6,N7,N8,N9,N10,N11 + 1000 FORMAT(' Enter (-n): number to be modified', + 1 ' (max -',I5,') or:'/ + 2 1X, ' 0=OK.Exit,',T40,I3,'=List,'/ + 2 1X,I3,'=Reset,', T40,I3,'=Print,'/ + 3 1X,I3,'=Quit,' , T40,I3,'=bandfilter,'/ + 3 1X,2I3,'=Plot real,imm' ,T40,I3,'=gaussfilter,'/ + 5 1X,I3,'= imm=0 ', T40,I3,'=bandset, '/ + 6 1X,I3,'=cut peaks') + READ(NN5,*,ERR=500) NF1 +C Save and return + 110 IF(NF1.EQ.0) THEN + 111 DO 50 I=1,N + FT(I)=FT1(I) + 50 CONTINUE + RETURN + ENDIF +C Lists data + IF(NF1.EQ.N1) THEN + WRITE(NN6,1100) + 1100 FORMAT(' Enter the first and last number to list') + READ(NN5,*,ERR=500) NF1,NF2 + IF(NF1.GT.0.AND.NF2.LE.N.AND.NF1.LE.NF2) THEN + WRITE(NN6,2000) (J,FT1(J),J=NF1,NF2) + 2000 FORMAT(' Value:',I5,3X,E20.13,3X,E20.13) + GOTO 10 + ELSE + GOTO 110 + ENDIF + ENDIF +C Reset + IF(NF1.EQ.N2) GOTO 1 +C PRINT + IF(NF1.EQ.N3) CALL PRINTC(FT1,N) +C Plot + IF(NF1.EQ.N6.OR.NF1.EQ.N7) THEN + XMAX=0.0 + XMIN=0.0 + YMAX=0.0 + YMIN=0.0 + KPLOT=1 ! interactive plot + IF(NF1.EQ.N6) THEN ! plots real part + DO 51 I=1,N + T(I)=REAL(FT1(I)) + 51 CONTINUE + NOME=NOMER + ELSE ! plots imm part + DO 52 I=1,N + T(I)=AIMAG(FT1(I)) + 52 CONTINUE + NOME=NOMEI + ENDIF + CALL PLOTTA(N,PXL,PXL,T,T,XMAX,XMIN,YMAX,YMIN,NOME,KPLOT) + ENDIF +C Quit + IF(NF1.EQ.N4) RETURN +C Change a value + IF(NF1.LT.0.AND.-NF1.LE.N) THEN + NF1=-NF1 + NF11=NF1 + DO 55 I=NF11,N + WRITE(NN6,3000) I,FT1(I) + 3000 FORMAT(' Num:',I5, + 1 ' OLD value is:',1X,E12.5,1X,E12.5, + 2 ' enter num and new value') + READ(NN5,*,ERR=500) NUMI,FREAL,FIMM +C + IF(NUMI.EQ.0) THEN + GOTO 10 + ELSE IF(NUMI.EQ.I) THEN + FT1(I)=CMPLX(FREAL,FIMM) + WRITE(NN6,3001) I,FT1(I) + 3001 FORMAT(' Num:',I5,' Set to:',2G15.5) + ELSE +C WRITE(NN6,3500) NUMI,I +C 3500 FORMAT(' No changes:',I5,' not equal to ',I5) + NF1=NUMI + GOTO 110 + ENDIF +C + 55 CONTINUE + ENDIF +C Low and high band pass filter + IF(NF1.EQ.N5) THEN +C Band filter: assuming that zero frequency is in fg(1),N is even + NDUM21=N/2+1 + WRITE(NN6,4000) NDUM21 + 4000 FORMAT(' Enter K1,K2 low & high freq.lim.(from 1 to ',I5,'),', + 1 '(freq < K1 ; > K2 => 0.0)') + READ(NN5,*,ERR=500) K1,K2 +C K1 AND K2, input as last saved freq., are used as number +C of frequency to eliminate, considering that 1=freq 0 ,and +C N/2+1 - last freq, are not included in K1 and K2 + K1=K1-1 + MEZZO=N/2+1 + K2=MEZZO-K2+1 + 200 CONTINUE + IF(K1.GE.0) THEN + IF(K1.GT.N/2) K1=N/2 + FT1(1)=0.0 + DO 60 I=1,K1 + FT1(I+1)=0.0 + FT1(N-I+1)=0.0 + 60 CONTINUE + ENDIF + IF(K2.GT.0) THEN + IF(K2.GT.N/2) K2=N/2 + FT1(MEZZO)=0.0 + DO 70 I=1,K2-1 + FT1(MEZZO+I)=0.0 + FT1(MEZZO-I)=0.0 + 70 CONTINUE + ENDIF +C non interactive usage + IF(K.EQ.1) GOTO 111 + ENDIF +C + IF(NF1.EQ.N8) THEN + WRITE(NN6,5000) AK1 + 5000 FORMAT(' Enter the gauss width ', + 1 '(in lamb.pixel, now:',G12.5,') and max (0=>1)') + READ(NN5,*,ERR=500) AK1,AK2 + 400 IF(AK1.LE.0.) THEN + WRITE(NN6,5100) AK1 + 5100 FORMAT(' ERROR! value must be >0,',G12.5,' is not good') + K=0 ! change to interactive usage + GOTO 10 + ENDIF +C + ASIG= -2.D0* (PI/N)**2 * (DBLE(AK1)**2) + IF(AK2.EQ.0.0) THEN + FACT=1.D0 + ELSE + FACT=AK2 + ENDIF + WRITE(NN6,5200) FACT,AK1 + 5200 FORMAT(' Transf. * trasf.gauss funct. with max:', + 1 G12.5,' sigma:',G12.5) +C + FT1(1)=FACT*FT1(1) + DO 80 I=2,MEZZO-1 + ADUM=FACT*EXP( DBLE(I-1)**2 *ASIG ) + FT1(I)=ADUM*FT1(I) + FT1(N-I+2)=ADUM*FT1(N-I+2) + 80 CONTINUE + FT1(MEZZO)=FT1(MEZZO)*FACT*EXP(DBLE(MEZZO-1)**2 *ASIG ) +C + IF(K.EQ.2) GOTO 111 ! non interactve, to save and return + ENDIF + IF(NF1.EQ.N9) THEN ! set imm part to 0.0 + 800 DO 85 I=1,N + FT1(I)=CMPLX(REAL(FT1(I)),0.0) + 85 CONTINUE + IF(K.EQ.3) GOTO 111 ! exit for non interactive usage + ENDIF + IF(NF1.EQ.N10) THEN ! BAND SET + WRITE(NN6,5300) N + 5300 FORMAT(' Enter range: n1,n2 ( 1 to ',I5, + 1 ' ) and their (real,imm) values') + READ(NN5,*,ERR=500) NF1,NF2,FREAL,FIMM + IF(NF1.GT.NF2.OR.NF1.LE.0.OR.NF2.GT.N) GOTO 500 + DO 87 I=NF1,NF2 + FT1(I)=CMPLX(FREAL,FIMM) + 87 CONTINUE + WRITE(NN6,5310) NF1,NF2,FREAL,FIMM + 5310 FORMAT(' From:',I5,' to: ', I5,' =>',2G15.5) + ENDIF +C + IF(NF1.EQ.N11) THEN ! CUTTING PEAKS + WRITE(NN6,6000)N,N/100 + 6000 FORMAT(' Enter range to change,( def.: 1 :',I5, + 1 ' ) num.points to average, (def:',I5,' )'/ + 2 ' sig treshold (def 3 ) and max iterations (def 10)') + READ(NN5,*,ERR=500) K1,K2,K3,AK1,K4 + IF(K1.LE.0.OR.K1.GT.N) K1=1 + IF(K2.LE.0.OR.K2.GT.N) K2=N ! defaults + IF(K3.LE.0) K3=N/100. + IF(K3.GT.N) K3=N + IF(AK1.LE.0.0) AK1=3. + IF(K4.LE.0) K4=10 + WRITE(NN6,6100) K1,K2,K3,AK1,K4 + 6100 FORMAT(' Range:',2I5,' average on:',I5,' points,', + 1 ' sig thres.:',G13.5,' maxiter:',I5) + CALL RUNMC(N,K1,K2,K3,AK1,K4,FT1) + ENDIF +C + GOTO 10 ! ................... TO main (interactive usage) loop + 500 WRITE(NN6,5500) + 5500 FORMAT(/' ERROR READING INPUT ! REENTER !!!!'/) + GOTO 10 + END +C + SUBROUTINE FITA(N,X,Y,PESI,YC,INTER,FUNCZ,NAME,PXL) +C ------------------------------------------------------------- +C Prepare parameters and accepts command for interactive fit +C options. Routine FITAW is called for weights calculation, +C routine FITAF to call the "numerical recipes"'s subroutines +C for non linear fit of: +C Y(x)=funcz( x, pk del common /guesspk/ ) +C FUNCZ computes y(pk,x), dy/dpk(x,pk) +C INPUT:X(n),Y(n), FUNCZ: funtion to fit +C WORK.ARRAY: PESI,YC +C If inter=1 then an interactive fit is done +C pesi are used as weights for Y in the fitting routine, +C (usually weights=1/error**2 ). +C an initial value for then must be given in input, and their +C value can be computed here. +C +C lista is the number of parameters to change +C alpha is the hessian matrix/2 , covar its inverse matrix +C (covariance matrix) +C ......................................................... +C in yc=(c/sigma/sqrt(pi)) *D *exp(-c**2*(x-z)**2/sigma**2) +C parameters are pk(3) = sigma , D , z +C real part of the anti-transform to a gauss+redshift +C -------------------------------------------------------------- + COMMON/TAPE/ N5,N6,N7 +C Guess values for parameter for fitting curves +C LGPK(i)>=1 if GPK(i) is set + REAL*8 DLL + COMMON /GUESSPK/ENNE,DLL,GPK(4),LGPK(4),PK(4),NL,NPK,LISTA(4) + 1 ,CHISQ,Q,FORERR(4),CHIFACTOR,AVERERR2 +C + EXTERNAL FUNCZ + DIMENSION X(N),Y(N),PESI(N),YC(N),PXL(N) +C WARNING ! the number of parameters is in a lot of places defined +C in different ways + DATA NPK3/4/ ! Must be the max num of parameters + DIMENSION DYDA(4) ! derivatives when calling funcz + CHARACTER YN*1 ,NAME *(*) + CHARACTER *20 NAMEP/' Weights(dots=Y)'/ + LOGICAL YCEXIST + REAL*8 DLL1 +C +C ............................. fixing default values +C FOR PK(i) Initial guess values : IN COMMON /GUESSPK/ , if any, or: +C mantains the older values + N1F=1 + N2F=N + YCEXIST=.FALSE. ! YC=Y computed does't exist yet +C + IF(NPK.LE.0) NPK=NPK3 + IF(NL.LE.0) NL=NPK + MAXITER=10 + CONVERG=0.01 + NWTYPE=1 ! Initial: equal weights + NPRINT=100 ! max printed matter + NZERO=0 ! low freq. filter limit + NZEROC=0 ! " " " " for imm.part. + DO 5 I=1,NPK + IF(LGPK(I).GT.0) PK(I)=GPK(I) + IF(LISTA(I).LE.0.OR.LISTA(I).GT.NPK) LISTA(I)=I + 5 CONTINUE +C + IF(INTER.LE.0) THEN ! non interactive usage va dritto al fit + NPRINT=3 + YN='F' + GOTO 200 + ENDIF +C ......................................................... +C ................... INTERACTIVE USAGE LOOP .......... +C ......................................................... + 1 CONTINUE + WRITE(N6,9001) + 9001 FORMAT(/' FITTING ROUTINE Enter:'/ + 2 ' P: plot., G: param., '/ + 2 ' C: limits by coord. L: limits by num.,'/ + 1 ' I: iterations, F: fit, '/ + 1 ' W: weights, A: Loops on C , '/ + 2 ' Z: low.freq.filt. X: as Z but for complex'/ + 3 ' T: type, S: print' / + 6 ' E,0:end, ') + READ(N5,6500,ERR=1) YN + 6500 FORMAT(A) +C + 2 CONTINUE ! .................. loop entry without asking +C + IF(YN.EQ.'E'.OR.YN.EQ.'e'.OR.YN.EQ.'0') THEN + RETURN +C =========> Loops on limits + ELSE IF(YN.EQ.'A'.OR.YN.EQ.'a') THEN + IF(LIMIT1.LE.0) LIMIT1=100 ! printing def values + IF(LIMIT2.LE.0) LIMIT2=200 + IF(LIMIT3.LE.0) LIMIT3=10 + IF(LIMITITER.LE.0) LIMITITER=4 + IF(NWDUM.LE.0) NWDUM=2 + WRITE(N6,3000)LIMIT1,LIMIT2,LIMIT3,LIMITITER,NWDUM,NPRTD, + 1 IGUESS + 3000 FORMAT(' Enter coord range: from, to, by',3I5,/ + 1 18X,' num.weight iter., and weight type,:',2I5/ + 2 18X,' print flag:',I5,' pk reset flag:',I5) + READ(N5,*,ERR=500)LIMIT1,LIMIT2,LIMIT3,LIMITITER,NWDUM,NPRTD, + 1 IGUESS + IF(LIMIT1.LE.0) LIMIT1=100 + IF(LIMIT2.LE.0) LIMIT2=200 ! testing input values + IF(LIMIT3.LE.0) LIMIT3=10 + IF(LIMITITER.LE.0) LIMITITER=4 + IF(NWDUM.LE.0) NWDUM=2 + WRITE(N6,3100) LIMIT1,LIMIT2,LIMIT3,LIMITITER,NWDUM,NPRTD + 3100 FORMAT(' From ',I5,' to ',I5,' step',I5/ + 1 ' Weight iterations: ',I5,' weight type:',I5, + 2 ' Print flag:',I5) + IF(IGUESS.GT.0) THEN + 31 WRITE(N6,3110) (LGPK(J),GPK(J),J=1,NPK) + 3110 FORMAT(' Enter paramater number and guess (0=exit)', + 1 ' Now:'/' Sigma: pk num 1 :',I5,5X,G15.5/ + 1 ' D : pk num 2 :',I5,5X,G15.5/ + 1 ' zeta : pk num 3 :',I5,5X,G15.5/ + 1 ' N : pk num 4 :',I5,5X,G15.5) + READ(N5,*,ERR=500) NDUM,DUM + IF(NDUM.LE.0.OR.NDUM.GT.NPK) GOTO 310 + LGPK(NDUM)=NDUM + GPK(NDUM)=DUM + GOTO 31 + ENDIF + 310 CONTINUE +C + DO 30 I=LIMIT1,LIMIT2,LIMIT3 ! ........... Loops on limits +C +C Reset pk values to initial pk guess values + IF(IGUESS.GT.0) THEN + DO 32 IJ=1,NPK + IF(LGPK(IJ).GT.0) PK(IJ)=GPK(IJ) + 32 CONTINUE + ENDIF +C + AN1=-I + AN2=I + N1=(AN1-X(1))/(X(2)-X(1)) + 1 + N2=(AN2-X(1))/(X(2)-X(1)) + 1 + IF(N2.LE.N1) GOTO 500 + IF(N1.LE.0) N1=1 + IF(N2.GT.N) N2=N + N2=N2-N1+1 ! changed to number of points to fit + N1F=N1 + N2F=N2 + WRITE(N6,9016) N1F,N2F +C + NWTYPE1=1 ! all points the same weight + CALL FITAW(NWTYPE1,X,Y,YC,PESI,PXL,N,N1F,N2F,YCEXIST,FUNCZ) + IF(NZERO.GT.0) CALL ZERO(N,NZERO1,NZERO,PESI,0.0) + IF(NZEROC.GT.0) CALL ZERO(N,NZEROC1,NZEROC,PESI,0.0) + CALL FITAF(X(N1F),Y(N1F),YC(N1F),PESI(N1F),N2F,FUNCZ,MAXITER, + 1 NPRTD,CONVERG) + YCEXIST=.TRUE. ! recomputed by fitaf +C minimum printing guaranted (if nprtd=0 fitaf doesn't print) + DLL1=DLL/299792.458D0+1.D0 ! =TL(2)/TL(1) + VZETA=(DLL1**PK(3)-1.D0)*299792.458D0 +C DVZETA=(DLL1**FORERR(3)-1.D0)*299792.458D0 ! this is wrong: +C dv=v-(dll1**(pk(3)+dpk(3))-1)*c + DVZETA=DLL*FORERR(3) ! this may be abbastanza buona + VSIGMA=DLL*PK(1) + DVSIGMA=DLL*FORERR(1) + GAMMA=PK(2) + DGAMMA=FORERR(2) +C + J=0 + WRITE(N6,5551) I,J,VZETA,VSIGMA,PK(2),EXP(PK(2)), + 1 CHISQ/(N2F-NL),Q ! nl=num of varied param.npk=nun.param + WRITE(N7,5550) I,J,VZETA,VSIGMA,PK(2),EXP(PK(2)), + 1 CHISQ/(N2F-NL),Q +C + DO 35 J=1,LIMITITER + CALL FITAW(NWDUM,X,Y,YC,PESI,PXL,N,N1F,N2F,YCEXIST,FUNCZ) + IF(NZERO.GT.0) CALL ZERO(N,NZERO1,NZERO,PESI,0.0) + IF(NZEROC.GT.0) CALL ZERO(N,NZEROC1,NZEROC,PESI,0.0) + CALL FITAF(X(N1F),Y(N1F),YC(N1F),PESI(N1F),N2F,FUNCZ,MAXITER, + 1 NPRTD,CONVERG) + YCEXIST=.TRUE. ! recomputed by fitaf now! + DLL1=DBLE(DLL)/299792.458D0+1.D0 ! =TL(2)/TL(1) + VZETA=(DLL1**PK(3)-1.D0)*299792.458D0 + VSIGMA=DLL*PK(1) + WRITE(N6,5551) I,J,VZETA,VSIGMA,PK(2),EXP(PK(2)), + 1 CHISQ/(N2F-NL),Q + WRITE(N7,5550) I,J,VZETA,VSIGMA,PK(2),EXP(PK(2)), + 1 CHISQ/(N2F-NL),Q + 5550 FORMAT(' Lim:+- ==>',I5,' iter:',I2, + 1 ' z:',F6.0,' sigma:',F6.0,' D,exp D:',2G12.5, + 2 'chi2/(n-npk):',G12.5,' Q:',G12.5) + 5551 FORMAT(' Lim:+- ==>',I5,' iter:',I2, + 1 ' z:',F6.0,' sigma:',F6.0,' D,exp D:',2G12.5/ + 2 ' chi2/(n-npk):',G12.5,' Q:',G12.5) + 35 CONTINUE +C minimum printing guaranted (if nprtd=0 fitaf doesn't print) +C BUT double printing in most cases ! + DLL1=DBLE(DLL)/299792.458D0+1.D0 ! =TL(2)/TL(1) + VZETA=(DLL1**PK(3)-1.D0)*299792.458D0 +C DVZETA=(DLL1**FORERR(3)-1.D0)*299792.458D0 + DVZETA=DLL*FORERR(3) + VSIGMA=DLL*PK(1) + DVSIGMA=DLL*FORERR(1) + GAMMA=PK(2) + DGAMMA=FORERR(2) + IF(ABS(GAMMA).LT.20.) THEN + EXPGAM=EXP(GAMMA) ! To avoid overflow in some cases + ELSE + EXPGAM=999999999999. + ENDIF + IF(ABS(GAMMA+DGAMMA).LT.20.) THEN + EXPGAMdum=EXP(GAMMA)+DGAMMA ! To avoid overflow in some cases + ELSE + EXPGAMdum=999999999999. + ENDIF + + DEXPGAM=ABS( EXPGAM - EXPGAMDUM ) +C EXPGAM=EXP(GAMMA) +C DEXPGAM=ABS( EXPGAM - EXP(GAMMA+DGAMMA) ) + WRITE(N6,5552,ERR=30) VZETA,DVZETA,VSIGMA,DVSIGMA, + 1 GAMMA,DGAMMA,EXPGAM,DEXPGAM,CHISQ/(N2F-NL), + 2 SQRT(AVERERR2),Q,CHIFACTOR + WRITE(N7,5552,ERR=30) VZETA,DVZETA,VSIGMA,DVSIGMA, + 1 GAMMA,DGAMMA,EXPGAM,DEXPGAM,CHISQ/(N2F-NL), + 2 SQRT(AVERERR2),Q,CHIFACTOR + 5552 FORMAT(/' v=cz(Km/sec): ',F7.0,' +- ',G8.2, + 1 5X,' sigma:',6X,F5.0,' +- ',G8.2/ + 2 ' gamma=D:',G12.5,' +-',G12.5, + " ' exp D:',G12.5,'+-',G12.5/ + 3 3X,' Chi2/(n-npk):',G12.5,' aver.err:',G12.5/ + 4 3X,' Q:',G12.5,' sigmafit**2/errors**2 :',G12.5) + NDUM=(N1F-1)*(X(2)-X(1))+X(1) + NDUM1=(NZERO1-1)*(X(2)-X(1))+X(1) + WRITE(N6,5554) N2F,NL,NDUM1,NDUM,NWTYPE + WRITE(N7,5554) N2F,NL,NDUM1,NDUM,NWTYPE +C + 30 CONTINUE + IF(IGUESS.GT.0) THEN ! saves these pk for next call to fita + DO 36 IJ=1,NPK + LGPK(IJ)=0 + 36 CONTINUE + ENDIF +C =========> Fitting + ELSE IF(YN.EQ.'F'.OR.YN.EQ.'f') THEN + INTER=1 ! interactive usage defined,(su stampa di piu' con questo) + 200 CONTINUE ! entry from non-interactive usage + IF(NZERO.GT.0) CALL ZERO(N,NZERO1,NZERO,PESI,0.0) + IF(NZEROC.GT.0) CALL ZERO(N,NZEROC1,NZEROC,PESI,0.0) + CALL FITAF(X(N1F),Y(N1F),YC(N1F),PESI(N1F),N2F,FUNCZ,MAXITER, + 1 NPRINT,CONVERG) + YCEXIST=.TRUE. ! YC recomputed by firaf +C minimum printing guaranted (if nprtd=0 fitaf doesn't print) + DLL1=DBLE(DLL)/299792.458D0+1.D0 ! =TL(2)/TL(1) + VZETA=(DLL1**PK(3)-1.D0)*299792.458D0 +C DVZETA=(DLL1**FORERR(3)-1.D0)*299792.458D0 ! WRONG ! + DVZETA=DLL*FORERR(3) + VSIGMA=DLL*PK(1) + DVSIGMA=DLL*FORERR(1) + GAMMA=PK(2) + DGAMMA=FORERR(2) + IF(ABS(GAMMA).LT.20.) THEN + EXPGAM=EXP(GAMMA) ! To avoid overflow in some cases + ELSE + EXPGAM=999999999999. + ENDIF + IF(ABS(GAMMA+DGAMMA).LT.20.) THEN + EXPGAMdum=EXP(GAMMA)+DGAMMA ! To avoid overflow in some cases + ELSE + EXPGAMdum=999999999999. + ENDIF + DEXPGAM=ABS( EXPGAM - EXPGAMDUM ) + WRITE(N6,5552) VZETA,DVZETA,VSIGMA,DVSIGMA, + 1 GAMMA,DGAMMA,EXPGAM,DEXPGAM,CHISQ/(N2F-NL), + 2 SQRT(AVERERR2),Q,CHIFACTOR + WRITE(N7,5552) VZETA,DVZETA,VSIGMA,DVSIGMA, + 1 GAMMA,DGAMMA,EXPGAM,DEXPGAM,CHISQ/(N2F-NL), + 2 SQRT(AVERERR2),Q,CHIFACTOR + WRITE(N6,5553) CHISQ/(N2F-NL)*CHIFACTOR + WRITE(N7,5553) CHISQ/(N2F-NL)*CHIFACTOR + 5553 FORMAT(20X,' chi2*chifact.=',G12.5) + NDUM=(N1F-1)*(X(2)-X(1))+X(1) + NDUM1=(NZERO1-1)*(X(2)-X(1))+X(1) + WRITE(N6,5554) N2F,NL,NDUM1,NDUM,NWTYPE + WRITE(N7,5554) N2F,NL,NDUM1,NDUM,NWTYPE + 5554 FORMAT(' fitted points:',I5,' n par.:',I2,' low.lim:', + 1 I5,' high lim:',I5,' weight type:',I2) +C +C =========> limits change + ELSE IF(YN.EQ.'L'.OR.YN.EQ.'l') THEN + YCEXIST=.FALSE. + WRITE(N6,9010) N1F,N2F + 9010 FORMAT(' Enter the first and num of values to fit', + 1 ' Now:',2I5,'(<=0 goes on)') + READ(N5,*,ERR=1) N1,N2 + IF(N1.LE.0.OR.N2.LE.0) GOTO 1 + N1F=N1 + N2F=MIN(N-N1+1,N2) +C N2F=N2-N1+1 + YN='W' + GOTO 2 ! to change weights (with new limits) +C =========> coord lim. change + ELSE IF(YN.EQ.'C'.OR.YN.EQ.'c') THEN + YCEXIST=.FALSE. + WRITE(N6,9015) NINT( N1F *ABS(X(2)-X(1))+X(1)), + 1 NINT((N1F+N2F-1)*ABS(X(2)-X(1))+X(1)) + 9015 FORMAT(' Enter coord of first and last value to fit', + 1 ' Now:',2I5,'(<=0 goes on)') + READ(N5,*,ERR=1) AN1,AN2 + N1=(AN1-X(1))/(X(2)-X(1)) + 1 + N2=(AN2-X(1))/(X(2)-X(1)) + 1 + IF(N2.LE.N1) GOTO 1 + IF(N1.LE.0) N1=1 + IF(N2.GT.N) N2=N + N2=N2-N1+1 ! changed to number of points to fit + N1F=N1 + N2F=N2 + WRITE(N6,9016) N1F,N2F + 9016 FORMAT(' First point to fit:',I6,' Num.of points:',I6) + YN='W' + GOTO 2 ! to change weights (with new limits) +C +C +C =======> par change + ELSE IF(YN.EQ.'G'.OR.YN.EQ.'g') THEN + YCEXIST=.FALSE. + WRITE(N6,9020) NL + 9020 FORMAT(' Enter the number of parameters to vary, now:',I3) + READ(N5,*,ERR=1) NLNEW + IF(NLNEW.LE.0.OR.NLNEW.GT.NPK) GOTO 1 + WRITE(N6,9025) (LISTA(J),J=1,NL) + 9025 FORMAT(' The following parameters were varied:',(5(1X,I5))) + WRITE(N6,9030) (I,PK(I),I=1,NPK) + 9030 FORMAT(' Enter number of par. to vary and guess value: ', + 1 '(0 0 to go on)' + 2 /1X,I4,G15.5,' sigma'/1X,I4,G15.5,' D or ln D' + 3 /1X,I4,G15.5,' z '/ 1X,I4,G15.5,' power noise') + DO 3 I=1,NLNEW + READ(N5,*,ERR=1) N1 ,PAR + IF(N1.LE.0.OR.N1.GT.NPK) GOTO 1 + LISTA(I)=N1 + PK(N1)=PAR + 3 CONTINUE + NL=NLNEW +C =======> iteration parameters change + ELSE IF (YN.EQ.'I'.OR.YN.EQ.'i') THEN + YCEXIST=.FALSE. + WRITE(N6,9040) MAXITER + 9040 FORMAT(' Enter max iteration, now:',I5) + READ(N5,*,ERR=1) MAXITER + IF (MAXITER.LE.0) MAXITER=50 + WRITE(N6,9050) CONVERG + 9050 FORMAT(' Enter the convergency parameter, now:',G15.5) + READ(N5,*,ERR=1) CONVERG + IF(CONVERG.LE.0) CONVERG=0.01 + WRITE(N6,9051) NPRINT + 9051 FORMAT(' Enter the print parameter, now:',I10) + READ(N5,*,ERR=1) NPRINT +C =======> low freq filter + ELSE IF (YN.EQ.'Z'.OR.YN.EQ.'z'.OR.YN.EQ.'x'.OR.YN.EQ.'X') THEN + WRITE(N6,9053) N + 9053 FORMAT(' Enter low freq filter limit (max:',I5, + 1 ' ,<0 reset,0=default 10 )' ) + READ(N5,*,ERR=1) AZDUM + NZERO=(AZDUM-X(1))/(X(2)-X(1)) +1 + IF(NZERO.EQ.0 )NZERO=10 ! corrections to nzero + IF(AZDUM.LT.0) THEN + NZERO=0 + NZERO1=0 + NZEROC=0 + NZEROC1=0 + WRITE(N6,9054) NZERO1,NZERO + GOTO 1 + ENDIF + IF(NZERO.GT.N) GOTO 1 + AZDUM=(NZERO-1)*(X(2)-X(1))+X(1) ! corrected input value + NZERO1=(-AZDUM-X(1))/(X(2)-X(1)) +1 + WRITE(N6,9054) NZERO1,NZERO + 9054 FORMAT(' I will zero weights in range:',2I5) + IF(YN.EQ.'X'.OR.YN.EQ.'x') THEN ! imm part if complex + NZEROC=NZERO+N/2 + NZEROC1=NZERO1+N/2 + WRITE(N6,9054) NZEROC1,NZEROC + ELSE + NZEROC=0 + NZEROC1=0 + ENDIF +C +C =======> weight change + ELSE IF (YN.EQ.'W'.OR.YN.EQ.'w') THEN + 89 WRITE(N6,9055) NWTYPE + 9055 FORMAT(' Enter weight option (now:',I3,'),'/ + 1 ' 0= old values, 10=plot,', ' 9= set range values'/ + 1 ' 1= 1., 2= abs(yfit)/(abs(yfit)+abs(y-yfit))'/ + 2 ' 3=yfit/(y-yfit), 4= (complex): Pow yf/(Pyf+P(y-yf))'/ + 2 ' 5=2 (y-yf)=>fit y 6= (complex): 4 P(y-yf) => fit'/ + 2 ' 7=2 =>()**2'/ + 3 ' 11= (complex): set freq. range'/ + 3 ' 12= (complex, fitg only )=11 and 1/average( abs(FT))' + 4 ) + READ(N5,*,ERR=1) NWDUM + IF(NWDUM.LE.0.) THEN + GOTO 1 ! interactive loop +C + ELSE IF(NWDUM.EQ.10) THEN ! plot PESI + 150 WRITE(N6,9057) + 9057 FORMAT(' Do you want a plot for weights+function ? ', + 1 '(Y/N or W:weights only)') + READ(N5,6500,ERR=1) YN + IF(YN.EQ.'Y'.OR.YN.EQ.'y') THEN + XMAX=0. ! Y dots + Pesi continuous line + XMIN=0. + YMAX=0. + YMIN=0. + KFPLOT=2 + CALL PLOTTA(N2F,X(N1F),X(N1F),Y(N1F),PESI(N1F), + 1 XMAX,XMIN,YMAX,YMIN,NAMEP,KFPLOT) + ELSE IF(YN.EQ.'W'.OR.YN.EQ.'w') THEN + XMAX=0. ! Pesi - continuous line + XMIN=0. + YMAX=0. + YMIN=0. + KFPLOT=1 + CALL PLOTTA(N2F,X(N1F),X(N1F),PESI(N1F),Y(N1F), + 1 XMAX,XMIN,YMAX,YMIN,NAMEP,KFPLOT) + ENDIF + ELSE ! SET PESI + NWTYPE=NWDUM + CALL FITAW(NWTYPE,X,Y,YC,PESI,PXL,N,N1F,N2F,YCEXIST,FUNCZ) + ENDIF +C +C +C =========> plot + ELSE IF(YN.EQ.'P'.OR.YN.EQ.'p') THEN + XMAX=0.0 + XMIN=0.0 + YMAX=0.0 + YMIN=0.0 + IF(.NOT.YCEXIST) THEN + DO 65 I=N1F,N1F+N2F-1 + CALL FUNCZ(X(I),PK,YC(I),DYDA,NPK) + 65 CONTINUE + YCEXIST=.TRUE. + ENDIF + KFPLOT=2 + CALL PLOTTA(N2F,X(N1F),X(N1F),Y(N1F),YC(N1F), + 1 XMAX,XMIN,YMAX,YMIN,NAME,KFPLOT) +C =========> print + ELSE IF(YN.EQ.'S'.OR.YN.EQ.'s') THEN + IF(.NOT.YCEXIST) THEN + DO 66 I=N1F,N1F+N2F-1 + CALL FUNCZ(X(I),PK,YC(I),DYDA,NPK) + 66 CONTINUE + YCEXIST=.TRUE. + ENDIF + CALL PRINTP(X,Y,YC,PESI) +C ===========> Type + ELSE IF(YN.EQ.'T'.OR.YN.EQ.'t') THEN + IF(.NOT.YCEXIST) THEN + DO 67 I=N1F,N1F+N2F-1 + CALL FUNCZ(X(I),PK,YC(I),DYDA,NPK) + 67 CONTINUE + YCEXIST=.TRUE. + ENDIF + 90 WRITE(N6,9000) + 9000 FORMAT(' Enter the first and last number to see ', + 1 '(<=0 to quit)') + READ(N5,*,ERR=500) N1,N2 + IF(N1.LE.0.OR.N2.LE.0) GOTO 1 + WRITE(N6,9500) (I,X(I),Y(I),YC(I),Y(I)-YC(I),I=N1,N2) + 9500 FORMAT(' n. ',10X,' X ',15X,' Y ',5X,' Y comp', + 1 15X,' Y-Ycomp.'/(1X,I5,4(1X,G15.5)) ) + GOTO 90 +C + ENDIF +C + GOTO 1 ! to ask for a new option (interactive usage) + 500 CONTINUE + WRITE(N6,5555) + 5555 FORMAT(' INPUT ERROR ! Command not executed !!!!!!') + GOTO 1 + END +C + SUBROUTINE FITAF(X,Y,YC,PESI,N,FUNCZ,MAXITER,NPRINT,CONVERG) +C --------------------------------------------------------- +C call numerical recies to fit and loops until converged: +C CHI2 decreasing and: +C ( delta chi2 < converg or (delta chi2)/chi2<0.00001 +C or chi2 < 1.e-12 ) +C Maxiter :max iterations +C Nprint: print flag +C funcz: function to fit +C -------------------------------------------------------- + DIMENSION X(N),Y(N),PESI(N),YC(N) + PARAMETER (MAXNPK=4) + COMMON/TAPE/ N5,N6,N7 + REAL*8 DLL1 + REAL*8 DLL + COMMON /GUESSPK/ENNE,DLL,GPK(4),LGPK(4),PK(4),NL,NPK,LISTA(4) + 1 ,CHISQ,Q,FORERR(4),CHIFACTOR,AVERERR2 + EXTERNAL FUNCZ + DIMENSION ALPHA(MAXNPK,MAXNPK),COVAR(MAXNPK,MAXNPK) + DIMENSION BETA(MAXNPK),DPK(MAXNPK) + DIMENSION DYDA(MAXNPK) +C + IF(NPK.GT.MAXNPK) THEN + WRITE(N6,1000) NPK + 1000 FORMAT(' ERROR IN SUBROUTINE FITAF ! TOO MANY PARAMETERS ') + NPK=MAXNPK + ENDIF +C + ALAMBDA=-1. +C Initialization call +C npk is the number of par, nl the number of pars to vary, +C addressed by lista(1..nl) ; they are: pk(lista(1..nl)) +C pesi are = 1/sig**2 in chisquare=sum ( (y-yc)**2/sig**2 ) +C + CALL MRQMIN(X,Y,PESI,N,PK,DPK,NPK,LISTA, + 1 NL,COVAR,ALPHA,BETA,MAXNPK,CHISQ,FUNCZ,ALAMBDA) + CHISQ1=CHISQ +C ................ iterating until convergency reached + DO 20 I=1,MAXITER + CALL MRQMIN(X,Y,PESI,N,PK,DPK,NPK,LISTA, + 1 NL,COVAR,ALPHA,BETA,MAXNPK,CHISQ,FUNCZ,ALAMBDA) +C + IF(NPRINT.GT.2) THEN + DUMQ=(N-NL/2.) + Q=GAMMQ(DUMQ,CHISQ/2.) ! integral of chi**2 distrib until this chi + WRITE(N6,1050) I,CHISQ/(N-NL),Q,(PK(J),J=1,NPK) + 1050 FORMAT(/1X,20('-'),'> ITER.:',I3,' CHI**2/(n-npk)=',G12.5, + 1 ' Q=',G12.5/ + 2 ' sigma=',G12.5,' D=',G12.5,' z=',G12.5,' Np=',G12.5) + ENDIF + IF(NPRINT.GT.4) THEN + WRITE(N6,1100) ALAMBDA + 1100 FORMAT(20X,' lambda=',G15.5) + WRITE(N6,5500)(LISTA(J),PK(LISTA(J)),DPK(J),BETA(J),J=1,NL) + 5500 FORMAT(' Parameter:',I3,1X,G15.5,' delta:',G15.5, + 1 ' gradient:',G15.5) +C WRITE(N6,3500) (LISTA(J),SQRT(COVAR(J,J)),J=1,NL) +C DO 30 II=1,NL +C WRITE(N6,4000) (LISTA(II),(COVAR(J,II),J=1,NL)) + 4000 FORMAT( ' Covariance :'1X,I5,4(1X,G12.4) ) +C 30 CONTINUE +C DO 35 II=1,NL +C WRITE(N6,5000) (LISTA(II),(ALPHA(J,II),J=1,NL)) + 5000 FORMAT( ' Hess./2=(cov)**(-1):'1X,I5,4(1X,G12.4) ) +C 35 CONTINUE + ENDIF +C + IF( CHISQ.LT.1.E-12 .OR. ( + 1 CHISQ.LT.CHISQ1 .AND. ( CHISQ1-CHISQ.LT.CONVERG + 2 .OR. (CHISQ1-CHISQ)/CHISQ .LT. 0.00001 ) + 3 ) ) THEN + IF (NPRINT.GT.0) WRITE(N6,2000) + 2000 FORMAT(/30X,20('-')/29X,' CONVERGENCY REACHED.'/30X,20('-')) + GOTO 100 + ENDIF + CHISQ1=CHISQ + 20 CONTINUE ! .......... iteration loop +C + IF (NPRINT.GT.0) THEN + WRITE(N6,3000) + 3000 FORMAT(/25X,35('-')/24X,' WARNING! Convergency NOT reached !' + 1 /25X,35('-')) + ELSE + WRITE(N6,3001) + 3001 FORMAT(' Convergency not reached.') + ENDIF +C + 100 CONTINUE +C evaluate erro matrix + ALAMBDA=0.0 + CALL MRQMIN(X,Y,PESI,N,PK,DPK,NPK,LISTA, + 1 NL,COVAR,ALPHA,BETA,MAXNPK,CHISQ,FUNCZ,ALAMBDA) +C +C formal errors from covariance matrix + DO 36 J=1,NPK +C FORERR(J)=SQRT(COVAR(LISTA(J),LISTA(J)) ) mrqmin reorders covar + FORERR(J)=SQRT(COVAR(J,J)) + 36 CONTINUE +C + DUMQ=(N-NL/2.) + Q=GAMMQ(DUMQ,CHISQ/2.) ! integral of chi**2 distrib until this chi +C + IF(NPRINT.GT.0) THEN +C + WRITE(N6,1050) I,CHISQ/(N-NL),Q,(PK(J),J=1,NPK) + DO 37 II=1,NL + WRITE(N6,4000) (LISTA(II),(COVAR(J,II),J=1,NL)) + 37 CONTINUE + WRITE(N6,3500) (J, FORERR(J),J=1,NL) + 3500 FORMAT( ' Formal errors.:',4(1X,I3,1X,G12.4) ) +C DO 39 II=1,NL +C WRITE(N6,5000) (LISTA(II),(ALPHA(J,II),J=1,NL)) +C 39 CONTINUE +C +C ZETA=PK(3)*DLL ! WRONG ! good only for low zeta (first order approx) + DLL1=DBLE(DLL)/299792.458D0+1.D0 ! =TL(2)/TL(1) + VZETA=(DLL1**PK(3)-1.D0)*299792.458D0 + DVZETA=DLL*FORERR(3) + VSIGMA=DLL*PK(1) + DVSIGMA=DLL*FORERR(1) + GAMMA=PK(2) + DGAMMA=FORERR(2) + WRITE(N6,5550) VZETA,DVZETA,VSIGMA,DVSIGMA,GAMMA,DGAMMA + WRITE(N7,5550) VZETA,DVZETA,VSIGMA,DVSIGMA,GAMMA,DGAMMA + 5550 FORMAT(' z(Km/sec):',F7.0,'+-',G7.1, + 1 ' sigma:',F5.0,'+-',G7.1,' D:',G12.5,'+-',G12.5) +C + ENDIF +C +C ......................................................... +C WARNING ! weights are filtering functions, +C with no statistical sense CHI SQUARE AND +C FORMAL ERRORS MAY BE ! Estimate of a +C factor to change chi into a real chi ( maybe..?) +C +C computes Y fitted values + DO 70 I=1,N + CALL FUNCZ(X(I),PK,YC(I),DYDA,NPK) + 70 CONTINUE +C + SOMMA0=0.0 + SOMMA1=0.0 +C sum of 1/pesi=assumed error**2 and y-yfit **2=error estimate +C chifactor= ( used error**2 / (y-yfit)**2 ) + DO 71 I=1,N + SOMMA0=SOMMA0+(YC(I)-Y(I))**2 + IF(pesi(i).ne.0.0) SOMMA1=SOMMA1 + ABS(1./PESI(I)) + 71 CONTINUE ! sum 1/pesi =( assumed error) **2 + AVERERR2=SOMMA0/N + IF(SOMMA1.NE.0.0.AND.SOMMA0.NE.0. ) THEN + CHIFACTOR=SOMMA1/SOMMA0 !possible factor for chi**2 + ELSE + CHIFACTOR=0. + ENDIF +C ................................. + RETURN + END +C + SUBROUTINE FITAW(NWTYPE,X,Y,YC,PESI,PXL,N,N1F,N2F,YCEXIST, + 1 FUNCZ) +C ---------------------------------------------------------- +C Defines weights for subroutine FITA +C depending on nwtype +C For option 12 ( used by FITG complex), needs in W2 abs(FT) +C ---------------------------------------------------------- + PARAMETER (NPTMX=10000) + PARAMETER (MAXNPK=4) + DIMENSION DYDA(MAXNPK) + DIMENSION X(N),Y(N),YC(N),PESI(N),PXL(N) + LOGICAL YCEXIST + EXTERNAL FUNCZ + COMMON/TAPE/ N5,N6,N7 + REAL*8 DLL + COMMON /GUESSPK/ENNE,DLL,GPK(4),LGPK(4),PK(4),NL,NPK,LISTA(4) + 1 ,CHISQ,Q,FORERR(4),CHIFACTOR,AVERERR2 + COMPLEX W1 + COMMON /WEIGHT/W(NPTMX),W1(NPTMX),W2(NPTMX) +C +C + NFINAL=N1F+N2F-1 +C +C ..................... noise computation +C infer noise from a fit of selected zones of Y +C (supposed to be a power spectrum) + IF(NWTYPE.EQ.5) THEN + WRITE(N6,9100) N + 9100 FORMAT(' Enter first and num of values EXCLUDED from', + 1 ' noise comp.(dim y:',I6,')'/ + 2 ' 0 => give coord of first and last value, -1=>exit') + READ(N5,*,ERR=500) N1,N2 + IF(N1.LT.0.OR.N2.LT.0) GOTO 499 ! RETURN + N2=MIN(N2,N-N1+1) + IF(N1.EQ.0) THEN + WRITE(N6,9102) + 9102 FORMAT(' Enter coord. limits') + READ(N5,*,ERR=500) AN1,AN2 + N1=(AN1-X(1))/(X(2)-X(1)) + 1 + N2=(AN2-X(1))/(X(2)-X(1)) + 1 + IF(N2.LE.N1) GOTO 500 + IF(N1.LE.0) N1=1 + IF(N2.GT.N) N2=N + N2=N2-N1+1 + ENDIF + WRITE(N6,9104) N1,N2+N1-1,N + 9104 FORMAT(' Fitting from 1 to ',I5, + 1 ' and from:',I5,' to:',I5) +C Wheights for the fit, to exclude zone 1-n1 , n1+n2-n + DO 91 I=1,N1-1 + 91 PESI(I)=1. + DO 92 I=N1+N2,N + 92 PESI(I)=1. + DO 93 I=N1,N1+N2-1 + 93 PESI(I)=1000000000. +C fitting a straignt line to y in selected zones + CALL FIT(PXL,Y,N,PESI,1,B,A,SIGB,SIGA,CHI2,Q) + WRITE(6,9106) A,SIGA,B,SIGB,CHI2 + 9106 FORMAT(' A*i+B => A:',G12.4,' +- ',G12.4,' B:',G12.4, + 1 ' +- ',G12.4,' chi2:',G12.4) + ENDIF +C +C Computes power spectrum for Y complex, supposing +C that the first N/2 values contain the real part, +C the last N/2 the imm. part. +C A fit to a selected zone of the pow. spectrum +C is used to estimate the noise. +C + IF(NWTYPE.EQ.6) THEN + WRITE(N6,9100) N/2 + READ(N5,*,ERR=500) N1,N2 + IF(N1.LT.0.OR.N2.LT.0) GOTO 500 + N2=MIN(N2,N/2-N1+1) + IF(N1.EQ.0) THEN + WRITE(N6,9102) + READ(N5,*,ERR=500) AN1,AN2 + N1=(AN1-X(1))/(X(2)-X(1)) + 1 + N2=(AN2-X(1))/(X(2)-X(1)) + 1 + IF(N2.LE.N1) GOTO 500 + IF(N1.LE.0) N1=1 + IF(N2.GT.N/2) N2=N/2 + N2=N2-N1+1 + ENDIF + WRITE(N6,9104) N1,N2+N1-1,N/2 + DO 94 I=1,N1-1 + 94 PESI(I)=1. + DO 95 I=N1+N2,N/2 + 95 PESI(I)=1. + DO 96 I=N1,N1+N2-1 + 96 PESI(I)=1000000000. + YCEXIST=.FALSE. ! Yc is used here as a work. array + DO 97 I=1,N/2 + ICON=MOD(I+N/2,N) ! place of the complex conj. + YC(I)=Y(I)**2+Y(ICON)**2 + 97 CONTINUE +C fitting a straignt line to power y in selected zones + CALL FIT(PXL,YC,N/2,PESI,1,B,A,SIGB,SIGA,CHI2,Q) + WRITE(6,9106) A,SIGA,B,SIGB,CHI2 + ENDIF +C +C ......... different wheight options +C + IF(NWTYPE.EQ.1) THEN ! all weights are equal + DO 10 I=N1F,NFINAL + 10 PESI(I)=1. +C + ELSE IF(NWTYPE.LE.7) THEN ! all cases in which must compute YC + IF(.NOT.YCEXIST) THEN ! computes Y fitted values + DO 11 I=N1F,NFINAL + CALL FUNCZ(X(I),PK,YC(I),DYDA,NPK) + 11 CONTINUE + YCEXIST=.TRUE. + ENDIF + YMIN=YC(N1F) ! min & max Yc value + YMAX=YC(N2F+N1F-1) + DO 12 I=N1F,NFINAL + IF(YMIN.GT.YC(I)) YMIN=YC(I) + IF(YMAX.LT.YC(I)) YMAX=YC(I) + 12 CONTINUE + IF(YMIN.EQ.0.0) YMIN=YMAX/1.E6 + IF(YMIN.EQ.0.0) YMIN=1. ! And all weights will be 1 +C + IF(NWTYPE.EQ.2.OR.NWTYPE.EQ.5) THEN + DO 13 I=N1F,NFINAL ! pesi=abs(yfit/(abs y+abs(y-yfit)) + ABSYC=ABS(YC(I)-YMIN) + IF(NWTYPE.EQ.2) THEN + ABSY=ABSYC+ABS(Y(I)-YC(I)) ! noise as Y-Yc + ELSE + ABSY=ABSYC+ABS(A*PXL(I)+B) ! noise as a straight line + ENDIF + IF(ABSY.EQ.0.0) THEN + PESI(I)=0. + ELSE + PESI(I)=ABSYC/ABSY + ENDIF + 13 CONTINUE +C + ELSE IF(NWTYPE.EQ.7) THEN + DO 31 I=N1F,NFINAL ! pesi=(yfit)**2/(Y**2+(y-yfit)**2) + ABSYC=(YC(I)-YMIN)**2 + ABSY=ABSYC+(Y(I)-YC(I))**2 ! noise as Y-Yc + IF(ABSY.EQ.0.0) THEN + PESI(I)=0. + ELSE + PESI(I)=ABSYC/ABSY + ENDIF + 31 CONTINUE +C + ELSE IF(NWTYPE.EQ.3.OR.NWTYPE.EQ.6) THEN + DO 14 I=N1F,NFINAL ! pesi = yfit/(y-yfit) + ABSYC=YC(I)-YMIN + ABSYCY=ABS(Y(I)-YC(I)) + IF (ABSYCY.EQ.0.0) THEN + PESI(I)=0. + ELSE + PESI(I)=ABSYC/ABSYCY + ENDIF + 14 CONTINUE + ELSE IF(NWTYPE.EQ.4) THEN ! pesi= wiener type + DO 15 I=N1F,NFINAL + ICON=MOD(I+N/2,N) ! find complex conj. in the array + ANUM=YC(I)**2+YC(ICON)**2 + IF(NWTYPE.EQ.4) THEN ! noise as pow(y-yc) + DENOM=ANUM+(Y(I)-YC(I))**2 + (Y(ICON)-YC(ICON))**2 + ELSE + NPXL=MOD(I-1,N/2) ! pxl in fit begins from 0 + DENOM=ANUM+ABS(A*NPXL+B) ! noise as a straight line + ENDIF + IF(DENOM.EQ.0.) THEN + PESI(I)=0. + ELSE + PESI(I)=ANUM/DENOM + ENDIF + 15 CONTINUE + ENDIF +C +C Sets a range of weights to a given value + ELSE IF(NWTYPE.EQ.9) THEN + 44 WRITE(N6,9058) + 9058 FORMAT( + 1 ' Enter coord-range to set and weight=1/sqrt(err)(0=ex)') + READ(N5,*,ERR=500) AN1,AN2,DUM + N1=(AN1-X(1))/(X(2)-X(1)) + 1 + N2=(AN2-X(1))/(X(2)-X(1)) + 1 + IF(N2.LE.N1) GOTO 499 ! RETURN + IF(N1.LE.0) N1=1 + IF(N2.GT.N) N2=N + DO 45 I=N1,N2 + 45 PESI(I)=DUM + WRITE(N6,9059) N1,N2,DUM + 9059 FORMAT(' Weights from:',I5,' to:',I5,' set to:',G15.5) + GOTO 44 +C + ELSE IF(NWTYPE.EQ.11.OR.NWTYPE.EQ.12) THEN +C 11-12 for complex fit : set frequency range +C 11 : set pesi=1 for allowed frequency +C 12 : set insead pesi=1/average(abs(FT)) +C + NN4=N/4 ! i.e. if n=2048 then points 0:512 = freq -512 -1 + NN2=N/2 ! points 513:1024 = freq 0 511 for real part + WRITE(N6,9060) NN4 ! pnts 1025 : ... = imm part=-512 -511 ... + 9060 FORMAT(' Enter freq. range to use (from 0 to',I5,')') + READ(N5,*,ERR=500) AN1,AN2 + IF(AN1.LT.0.) AN1=0. + IF(AN2.GT.NN4) AN2=NN4 +C + N1=NN4+1-AN2 + N2=NN4+1-AN1 + N3=NN4+1+AN1 + N4=NN4+1+AN2 + IF(N4.GT.NN2) N4=NN2 + IF(N1.LE.0) N1=1 +C Zero pesi in unused zones + DO 46 I=1,N1-1 + 46 PESI(I)=0. + DO 47 I=N2+1,N3-1 + 47 PESI(I)=0. + DO 48 I=N4+1,NN2 + 48 PESI(I)=0. +C + IF(NWTYPE.EQ.11) THEN ! PESI=1 in used zones + DO 49 I=N1,N2 + 49 PESI(I)=1. + DO 50 I=N3,N4 + 50 PESI(I)=1. + ELSE ! NWTYPE=12, PESI=1/AVERAGE(ABS(FT)) + 51 WRITE(N6,9064) NN2 + 9064 FORMAT(' Enter rum mean window(def.10, max:',I5,')') + READ(N5,*,ERR=51) NSTEP10 + IF(NSTEP10.LE.0.OR.NSTEP10.GT.NN2) NSTEP10=10 +C + CALL RUNMC1(NSTEP10,NN2,N1,N2,W2,PESI) !pesi=run.mean of W2 + DO 52 I=N1,N2 ! between N1:N2 + IF(PESI(I).NE.0.)PESI(I)=1./PESI(I) + 52 CONTINUE !ABS(FT) placed in W2 by FITG + CALL RUNMC1(NSTEP10,NN2,N3,N4,W2,PESI) + DO 53 I=N3,N4 + IF(PESI(I).NE.0.0) PESI(I)=1./PESI(I) + 53 CONTINUE + ENDIF +C Pesi for Imm. part + DO 54 I=1,NN2 + 54 PESI(I+NN2)=PESI(I) +C + WRITE(N6,9066) N1-1,N2+1,N3-1,N4+1,NN2, + 1 -NN4-1,N1-2-NN4,N2-NN4,N3-2-NN4,NN2-NN4-1,NN2 + 9066 FORMAT(' weights=0 between: 0',I5, ' ; ',2I5,' ; ', + 1 2I5/ ' frequency:'2I5,' ; ',2I5,' ; ',2I5) + WRITE(N6,9068) N1,N2,N3,N4, + 1 N1-NN4-1,N2-NN4-1,N3-NN4-1,N4-NN4-1 + 9068 FORMAT(' Weights set between:',2I5,' ; ',2I5/ + 1 ' frequency:',2I5,' ; ',2I5) +C +C ...................................................... + ENDIF ! if on different weighting options: NWTYPE +C ...................................................... + 499 RETURN + 500 WRITE(N6,5000) + 5000 FORMAT(' INPUT ERROR ! ') + RETURN + END +C + SUBROUTINE FITG(N,TL,T,SL,S,N2,TLW,TW,SLW,SW,FS,FT,KINT,PXL) +C ----------------------------------------------------- +C calls fita to fit FG with : FT*GAUS*EXP(IZ) +C KINT=1 is passed to fita to have an interactive fit +C TL,T,SL,S, : work. arrays passed to fita +C TW,TLW,SL,SLW :work. arrays passed to fita for complex fits +C ---------------------------------------------------- + PARAMETER (NPTMX=10000) + COMMON/TAPE/ N5,N6,N7 + COMPLEX W1 ! weight pass weigths to fit functions and fitaw + COMMON /WEIGHT/W(NPTMX),W1(NPTMX),W2(NPTMX) + REAL*8 DLL,DLL1 + COMMON /GUESSPK/ENNE,DLL,GPK(4),LGPK(4),PK(4),NL,NPK,LISTA(4) + 1 ,CHISQ,Q,FORERR(4),CHIFACTOR,AVERERR2 + DIMENSION TL(N),T(N),SL(N),S(N) + DIMENSION TLW(N2),TW(N2),SLW(N2),SW(N2) + DIMENSION PXL(N) + COMPLEX FS(N),FT(N) + CHARACTER*1 YN + CHARACTER*20 NOME/' FIT-Fgal'/ + CHARACTER*20 NOME1/' FIT-Fgal-LnPow'/ + CHARACTER*20 NOME2/' FIT-Fgal_Pow'/ + EXTERNAL GAUSG,PARABG,GAUSGT + REAL PI/3.14159265/ +C + IF(N.LE.3) THEN + WRITE(N6,999) N + 999 FORMAT(' ERROR! fourier transform with only ',I3,' points !') + RETURN + ENDIF +C + N1=N/2 + ENNE=REAL(N) +C + 1 CONTINUE ! loop on different way of fitting + WRITE(N6,1000) + 1000 FORMAT(' Enter:'/ + 1 6X,' E,0 => end fitting,'/ + 2 6X,' P => parabolic fit to ln(abs(FG)),'/ + 3 6X,' X => exp fit to abs(FG),'/ + 4 6X,' C => complex fit to FG.' ) + READ(N5,2000) YN + 2000 FORMAT(A) + IF(YN.EQ.'E'.OR.YN.EQ.'e'.OR.YN.EQ.'0') THEN + RETURN +C parabolic fit to the module to have sigma and D +C ................................................ + ELSE IF(YN.EQ.'P'.OR.YN.EQ.'p') THEN + DO 20 I=1,N1 +C frequencies + TL(I)=REAL(I-1-N1) + TL(I+N1)=REAL(I-1) +C modules + T(I)=ABS(FS(I+N1)) + T(I+N1)=ABS(FS(I)) +C Template log abs passed via COMMON weight + AADUM=ABS(FT(I+N1)) + IF(AADUM.EQ.0.0) AADUM=1.E-30 + W2(I)=LOG(AADUM) + AADUM=ABS(FT(I)) + IF(AADUM.EQ.0.0) AADUM=1.E-30 + W2(I+N1)=LOG(AADUM) +C initial weights for fitting + SL(I)=1. + SL(I+N1)=1. + 20 CONTINUE +C find min , but >0 , abs value + AMIN=0.0 + DO 21 I=1,N + IF(T(I).GT.0.0.AND.AMIN.GT.T(I) ) AMIN=T(I) + 21 CONTINUE + IF(AMIN.LE.0.0) AMIN=1. + DO 22 I=1,N + IF(T(I).GT.0.0) THEN + T(I)=LOG(T(I)) + ELSE + T(I)=AMIN + ENDIF + 22 CONTINUE +C + NPK=2 ! 2 parameters are used + LISTA(1)=1 ! first is sigma + LISTA(2)=2 ! second is D + NL=2 ! 2 parameters are varied + IF(PK(2).GT.0.0) PK(2)=LOG(PK(2)) ! This is a ln fit + CALL FITA(N,TL,T,SL,S,KINT,PARABG,NOME1,PXL) + D=EXP(PK(2)) + SIGMA=PK(1)*DLL + WRITE(N6,3000) PK(1),PK(2),D,SIGMA + 3000 FORMAT(' sigma/c=',G15.5,' ln D=',G15.5/' D=',G15.5, + 1 ' sigma(km/sec)=',G15.5) + PK(2)=D ! reset pk from ln +C +C exp fitting to the module to have sigma and D +C ................................................ + ELSE IF(YN.EQ.'X'.OR.YN.EQ.'x') THEN + DO 25 I=1,N1 +C frequencies + TL(I)=REAL(I-1-N1) + TL(I+N1)=REAL(I-1) +C modules + T(I)=ABS(FS(I+N1)) + T(I+N1)=ABS(FS(I)) +C Template abs passed via COMMON weight + W2(I)=ABS(FT(I+N1)) + W2(I+N1)=ABS(FT(I)) +C initial weights for fitting + SL(I)=1. + SL(I+N1)=1. + 25 CONTINUE + NPK=4 ! 4 pk are used + LISTA(1)=1 ! first is sigma + LISTA(2)=2 ! second d + LISTA(3)=4 ! fourth is the mean power noise + NL=3 ! 3 pk are varied + LISTA(4)=3 ! pk(3)=z is not changed (power isn't z dep.) + CALL FITA(N,TL,T,SL,S,KINT,GAUSGT,NOME2,PXL) + SIGMA=PK(1)*DLL + WRITE(N6,3500) PK(1),PK(2),SIGMA,PK(4),DLL + 3500 FORMAT(' sigma/c=',G15.5,' D=',G15.5/ + 1 ' sigma(km/sec)=',G15.5,' power noise:',G15.5, + 2 ' Km/sec/pixel:',G12.4) +C +C Fitting the real and imm part of FG=FT*exp(..) +C ................................................ + ELSE IF(YN.EQ.'C'.OR.YN.EQ.'c') THEN + DO 40 I=1,N1 +C fases (first N1 negative values, then N1 positive +C then N1 neg. imm, last N1 positive imm ) + TLW(I)=REAL(I-1-N1) + TLW(I+N)=TLW(I) + N + TLW(I+N1)=REAL(I-1) + TLW(I+N1+N)=TLW(I+N1) + N +C real and imm. part as a single string of lenght 2*N + TW(I)= REAL(FS(I+N1)) + TW(I+N)=AIMAG(FS(I+N1)) + TW(I+N1)= REAL(FS(I)) + TW(I+N1+N)=AIMAG(FS(I)) +C complex FT (to be passed by common /weight/ to GAUSG routine) + W1(I)=FT(I+N1) + W1(I+N1)=FT(I) + W2(I)=ABS(W1(I)) ! needed by fitaW for weight type nwtype=12 + W2(I+N1)=ABS(W1(I+N1) ) + SLW(I)=1. ! weights + SLW(I+N1)=1. + SLW(I+N)=1. + SLW(I+N+N1)=1. + 40 CONTINUE +C + NPK=3 ! 3 parameters + LISTA(1)=1 ! sigma + LISTA(2)=2 ! D + LISTA(3)=3 ! z + NL=3 ! 3 parameters varied + CALL FITA(N2,TLW,TW,SLW,SW,KINT,GAUSG,NOME,PXL) +C Z=PK(3)*DLL ! WRONG ! good only for low zeta (first order approx) + DLL1=DBLE(DLL)/299792.458D0+1.D0 ! =TL0(2)/TL0(1) + Z=(DLL1**PK(3)-1.D0)*299792.458D0 + SIGMA=PK(1)*DLL + WRITE(N6,5000) PK(1),PK(2),PK(3),Z,SIGMA,DLL + 5000 FORMAT(' sigma/c=',G15.5,' D=',G15.5,' Z=',G15.5/ + 1 ' Z, sigma(km/sec)=',2G15.5,' Km/sec/pixel:',G12.4) +C READ(N5,*) +C + ENDIF +C ....................................................... + GOTO 1 ! to choose an other way of fitting +C + END +C + SUBROUTINE FITS(N,TL,T,SL,S,N2,TLW,TW,SLW,SW,FG,KINT,PXL) +C ----------------------------------------------------- +C calls fita to fit the ln sqrt(power spectrum), the power spectrum +C power specrum+noise or complex FG +C KINT=1 is passed to fita to have an interactive fit +C TL,T,SL,S, : work. arrays passed to fita +C TW,TLW,SL,SLW :work. arrays passed to fita for complex fits +C ---------------------------------------------------- + COMMON/TAPE/ N5,N6,N7 +C Fit parameters and guess values: +C LGPK(i)>=1 if GPK(i) is set ; PK are the parameters + REAL*8 DLL,DLL1 + COMMON /GUESSPK/ENNE,DLL,GPK(4),LGPK(4),PK(4),NL,NPK,LISTA(4) + 1 ,CHISQ,Q,FORERR(4),CHIFACTOR,AVERERR2 + DIMENSION TL(N),T(N),SL(N),S(N) + DIMENSION TLW(N2),TW(N2),SLW(N2),SW(N2) + DIMENSION PXL(N) + COMPLEX FG(N) + CHARACTER*1 YN + CHARACTER*20 NOME/' FIT-ln-Abs-FS'/ + CHARACTER*20 NOME1/' FIT-FS'/ + CHARACTER*20 NOME2/' FIT-Abs-FS'/ + CHARACTER*20 NOME3/' FIT-Pow+FS+N'/ + CHARACTER*20 NOME4/' FIT-Ln(Pow(FS+N))'/ + EXTERNAL PARAB,GAUSC,GAUS,GAUS2,GAUS2N,GAUS2NL + REAL PI/3.14159265/ +C + IF(N.LE.3) THEN + WRITE(N6,999) N + 999 FORMAT(' ERROR! fourier transform with only ',I3,' points !') + RETURN + ENDIF +C + N1=N/2 + ENNE=REAL(N) +C + 1 CONTINUE ! loop on different way of fitting + WRITE(N6,1000) + 1000 FORMAT(' Enter:'/ + 1 6X,' E,0 => end fitting,'/ + 2 6X,' P => parabolic fit to ln(abs(FS=FG/FT)),'/ + 3 6X,' X => exp fit to abs(FS=FG/FT),'/ + 4 6X,' C => complex fit to FS=FG/FT,'/ + 5 6X,' N => Pow(exp+NOISE) fit to Pow(fg/ft),'/ + 6 6X,' L => LN(Pow(exp+NOISE)) fit to LN(Pow(fg/ft)).') + READ(N5,2000) YN + 2000 FORMAT(A) + IF(YN.EQ.'E'.OR.YN.EQ.'e'.OR.YN.EQ.'0') THEN + RETURN + ELSE IF(YN.EQ.'P'.OR.YN.EQ.'p') THEN +C parabolic fit to the module to have sigma and D +C ................................................ + DO 20 I=1,N1 +C frequencies + TL(I)=REAL(I-1-N1) + TL(I+N1)=REAL(I-1) +C modules + T(I)=ABS(FG(I+N1)) + T(I+N1)=ABS(FG(I)) + SL(I)=1. ! weights + SL(I+N1)=1. + 20 CONTINUE +C find min , but >0 , abs value + AMIN=0.0 + DO 21 I=1,N + IF(T(I).GT.0.0.AND.AMIN.GT.T(I) ) AMIN=T(I) + 21 CONTINUE + IF(AMIN.LE.0.0) AMIN=1. + DO 22 I=1,N + IF(T(I).GT.0.0) THEN + T(I)=LOG(T(I)) + ELSE + T(I)=AMIN + ENDIF + 22 CONTINUE +C + NPK=2 ! 2 parameters are used + LISTA(1)=1 ! first is sigma + LISTA(2)=2 ! second is D + NL=2 ! 2 parameters are varied + IF(PK(2).GT.0.0) PK(2)=LOG(PK(2)) ! This is a ln fit + CALL FITA(N,TL,T,SL,S,KINT,PARAB,NOME,PXL) + D=EXP(PK(2)) + SIGMA=PK(1)*DLL + WRITE(N6,3000) PK(1),PK(2),D,SIGMA,DLL + 3000 FORMAT(' sigma/c=',G15.5,' ln D=',G15.5/' D=',G15.5/ + 1 ' sigma(km/sec)=',G15.5,' Km/sec/pixel:',G15.5) + PK(2)=D ! reset pk from ln +C READ(N5,*) +C exp fitting to ABS(FG/FT=FS) to have sigma and D +C ................................................ + ELSE IF(YN.EQ.'X'.OR.YN.EQ.'x') THEN + DO 25 I=1,N1 +C frequencies + TL(I)=REAL(I-1-N1) + TL(I+N1)=REAL(I-1) +C modules +C T(I)=FG(I+N1)*CONJG(FG(I+N1)) +C T(I+N1)=FG(I)*CONJG(FG(I)) + T(I)=ABS(FG(I+N1)) + T(I+N1)=ABS(FG(I)) + SL(I)=1. ! weights + SL(I+N1)=1. + 25 CONTINUE + NPK=4 ! 4 pk are used + LISTA(1)=1 ! first is sigma + LISTA(2)=2 ! second d + LISTA(3)=4 ! fourth is the mean power noise + NL=3 ! 3 pk are varied + LISTA(4)=3 ! pk(3)=z is not changed (power isn't z dep.) +C CALL FITA(N,TL,T,SL,S,KINT,GAUS2,NOME2,PXL) + CALL FITA(N,TL,T,SL,S,KINT,GAUS,NOME2,PXL) + SIGMA=PK(1)*DLL + WRITE(N6,3500) PK(1),PK(2),SIGMA,PK(4),DLL + 3500 FORMAT(' sigma/c=',G15.5,' D=',G15.5/ + 1 ' sigma(km/sec)=',G15.5,' power noise:',G15.5, + 2 ' Km/sec/pixel:',G15.5) +C READ(N5,*) +C +C exp+NOISE fitting to power=ft/fs*conj(ft/fs) to have sigma and D,Z,noise +C ................................................ + ELSE IF(YN.EQ.'N'.OR.YN.EQ.'n') then + DO 30 I=1,N1 +C frequencies + TL(I)=REAL(I-1-N1) + TL(I+N1)=REAL(I-1) +C modules + T(I)=FG(I+N1)*CONJG(FG(I+N1)) + T(I+N1)=FG(I)*CONJG(FG(I)) + SL(I)=1. ! weights + SL(I+N1)=1. + 30 CONTINUE + NPK=4 ! 4 pk are used + LISTA(1)=1 ! first is sigma + LISTA(2)=2 ! second d + LISTA(3)=3 ! pk(3)=z arise in interference term + LISTA(4)=4 ! fourth is the mean power noise + IF(PK(4).EQ.0.0) PK(4)=PK(2)*0.0001 ! Or fita will found sing.matrix + IF(PK(4).EQ.0.0) PK(4)=0.0001 + NL=4 ! 4 pk are varied + CALL FITA(N,TL,T,SL,S,KINT,GAUS2N,NOME3,PXL) + DLL1=DLL/299792.458D0+1.D0 ! =TL0(2)/TL0(1) + Z=(DLL1**PK(3)-1.D0)*299792.458D0 + SIGMA=PK(1)*DLL + WRITE(N6,3600) PK(1),PK(2),PK(3),PK(4),Z,SIGMA,DLL + 3600 FORMAT(' sigma/c=',G15.5,' D=',G15.5,' Z=',G15.5, + 1 ' N=',G12.4/ + 1 ' Z, sigma(km/sec)=',2G15.5,' Km/sec/pixel:',G12.4) +C READ(N5,*) +C +C exp+NOISE fitting to LN (power=ft/fs*conj(ft/fs) ) =>sigma and D,Z,noise +C ................................................ + ELSE IF(YN.EQ.'L'.OR.YN.EQ.'l') THEN + DO 35 I=1,N1 +C frequencies + TL(I)=REAL(I-1-N1) + TL(I+N1)=REAL(I-1) +C modules + T(I)=LOG(FG(I+N1)*CONJG(FG(I+N1))) + T(I+N1)=LOG(FG(I)*CONJG(FG(I))) + SL(I)=1. ! weights + SL(I+N1)=1. + 35 CONTINUE + NPK=4 ! 4 pk are used + LISTA(1)=1 ! first is sigma + LISTA(2)=2 ! second d + LISTA(3)=3 ! pk(3)=z arise in interference term + LISTA(4)=4 ! fourth is the mean power noise + IF(PK(4).EQ.0.0) PK(4)=PK(2)*0.0001 ! Or fita will found sing.matrix + IF(PK(4).EQ.0.0) PK(4)=0.0001 + NL=4 ! 4 pk are varied + CALL FITA(N,TL,T,SL,S,KINT,GAUS2NL,NOME4,PXL) + DLL1=DLL/299792.458D0+1.D0 ! =TL0(2)/TL0(1) + Z=(DLL1**PK(3)-1.D0)*299792.458D0 + SIGMA=PK(1)*DLL + WRITE(N6,3600) PK(1),PK(2),PK(3),PK(4),Z,SIGMA,DLL +C READ(N5,*) +C Fitting the real and imm part of FG +C ................................................ + ELSE IF(YN.EQ.'C'.OR.YN.EQ.'c') THEN + DO 40 I=1,N1 +C fases (first N1 negative values, then N1 positive +C then N1 neg. imm, last N1 positive imm ) + TLW(I)=REAL(I-1-N1) + TLW(I+N)=TLW(I) + N + TLW(I+N1)=REAL(I-1) + TLW(I+N1+N)=TLW(I+N1) + N +C real and imm. part as a single string of lenght 2*N + TW(I)= REAL(FG(I+N1)) + TW(I+N)=AIMAG(FG(I+N1)) + TW(I+N1)= REAL(FG(I)) + TW(I+N1+N)=AIMAG(FG(I)) +C initial weights for fitting + SLW(I)=1. + SLW(I+N)=1. + SLW(I+N1)=1. + SLW(I+N1+N)=1. + 40 CONTINUE +C + NPK=3 ! 3 parameters + LISTA(1)=1 ! sigma + LISTA(2)=2 ! D + LISTA(3)=3 ! z + NL=3 ! 3 parameters varied + CALL FITA(N2,TLW,TW,SLW,SW,KINT,GAUSC,NOME1,PXL) +C Z=PK(3)*DLL ! WRONG ! good only for low zeta (first order approx) + DLL1=DLL/299792.458D0+1.D0 ! =TL0(2)/TL0(1) + Z=(DLL1**PK(3)-1.D0)*299792.458D0 + SIGMA=PK(1)*DLL + WRITE(N6,5000) PK(1),PK(2),PK(3),Z,SIGMA,DLL + 5000 FORMAT(' sigma/c=',G15.5,' D=',G15.5,' Z=',G15.5/ + 1 ' Z, sigma(km/sec)=',2G15.5,' Km/sec/pixel:',G12.4) +C READ(N5,*) + ENDIF +C + GOTO 1 ! to fitting type loop +C + END +C + SUBROUTINE FSHIFT(FT,FT1,N,DELTA) +C ------------------------------------------------------------ +C Doppler shift the fourier transform by z = d (log lambda) +C ------------------------------------------------------------ + COMMON/TAPE/ N5,N6,N7 + REAL*8 ARG,ARGS,ARGC,PERIOD,DUEPID + COMPLEX FT(N),FT1(N) + CHARACTER*1 YN +C + DUEPID=(6.28318530717959/DELTA)/N +C + 10 CONTINUE + WRITE(N6,1000) + 1000 FORMAT(' Enter Z=d(Log lambda). (0=exit)') + READ(N5,*) Z + IF(Z.EQ.0.0) RETURN + PERIOD=DUEPID * Z +C DO 20 I=1,N/2 + DO 20 I=0,N-1 +C FT multiplied by I-1,not I, due to FFT routine intending I=0,N-1 + I1=I+1 + ARG=I*PERIOD + ARGC=DCOS(ARG) + ARGS=DSIN(ARG) + FT1(I1)=FT(I1)*CMPLX(ARGC,ARGS) + 20 CONTINUE +C For the following see i.e. Brault White Astr.Astroph 13:169(71) +C due to the shift in lambda this simmetry is required? +C DO 25 I=N/2+1,N +C 25 FT1(I)=FT(I)*CMPLX(COS(I*PERIOD),-SIN(I*PERIOD)) + WRITE(N6,2000) + 2000 FORMAT(' Do you want to print the shifted transform? ' + 1 '(Y/N)') + READ(N5,2001) YN + 2001 FORMAT(A) + IF(YN.EQ.'Y'.OR.YN.EQ.'y') CALL PRINTC(FT1,N) + WRITE(N6,3000) + 3000 FORMAT(' Are you satisfied with this shift?' + 1 '(Y/N)') + READ(N5,2001) YN + IF(YN.EQ.'Y'.OR.YN.EQ.'y') GOTO 500 +C + GOTO 10 +C + 500 CONTINUE + DO 50 I=1,N + FT(I)=FT1(I) + 50 CONTINUE + RETURN + END +C + SUBROUTINE GAUS(X,PK,Y,DYDA,N) +C ----------------------------------------------------------- +C EXP FIT TO A POWER SPECTRUM : +C y= D *exp( 2(-(sigma/c)*(pi/n)*z)**2 + pow noise +C parameters are pk(1,2, = sigma/C,D,Pn ; enne=numb. of x values +C ----------------------------------------------------------- + DIMENSION PK(N),DYDA(N) + REAL*8 DLL + COMMON /GUESSPK/ENNE,DLL + DATA PI/3.141592653589793/ +C + EXPP= EXP(-2.*(PK(1)*PI*X/ENNE)**2) + Y = PK(2) * EXPP +PK(4) + DYDA(1)= - 4.* PK(1) * (PI*X/ENNE)**2 *PK(2)*EXPP + DYDA(2)= EXPP + DYDA(3)= 0.0 ! power isn't z dependent + DYDA(4)= 1. + RETURN + END +C + SUBROUTINE GAUS2(X,PK,Y,DYDA,N) +C ----------------------------------------------------------- +C EXP FIT TO A POWER SPECTRUM : +C y=( D *exp( 2(-(sigma/c)*(pi/n)*z)**2 )**2 + pow noise +C parameters are pk(1,2, = sigma/C,D,Z,Pn ; enne=numb. of x values +C ----------------------------------------------------------- + DIMENSION PK(N),DYDA(N) + REAL*8 DLL + COMMON /GUESSPK/ENNE,DLL + PARAMETER PI=3.141592653589793 +C + EXPP= EXP(-(2.*PK(1)*PI*X/ENNE)**2) + Y = PK(2)**2 * EXPP +PK(4) + DYDA(1)= - 2.* PK(1) * (2.*PI*X/ENNE)**2*PK(2)**2*EXPP + DYDA(2)= EXPP * 2.*PK(2) + DYDA(3)= 0.0 ! power isn't z dependent + DYDA(4)= 1. + RETURN + END +C + SUBROUTINE GAUS2N(X,PK,Y,DYDA,N) +C ----------------------------------------------------------- +C (EXP+NOISE)**2 FIT TO A POWER SPECTRUM : +C y=( D *exp( 2(-(sigma/c)*(pi/n)*z)**2 + noise )**2 +C parameters are pk(1,2, = sigma/C,D,Z,Pn ; enne=numb. of x values +C ----------------------------------------------------------- + DIMENSION PK(N),DYDA(N) + REAL*8 DLL + COMMON /GUESSPK/ENNE,DLL + PARAMETER PI=3.141592653589793 +C + EXPP= EXP(- ( (2.*PI*X/ENNE)*PK(1) )**2) + EXP0= EXP(-2.*( PI*X/ENNE *PK(1) )**2) + COSSZ= 2.*COS( (2.*PI*X/ENNE)*PK(3) ) + DCOSSZ=-(2.*PI*X/ENNE)*2.*SIN( (2.*PI*X/ENNE)*PK(3) ) + Y = PK(2)**2 * EXPP + + 1 PK(4)**2 + + 2 PK(2)*PK(4) * EXP0 * COSSZ + DYDA(1)= - 2.* PK(1) * (2.*PI*X/ENNE)**2 *PK(2)**2*EXPP + 1 - 4.* PK(1) * ( PI*X/ENNE)**2 + 2 *PK(2)*PK(4)*EXP0*COSSZ + DYDA(2)= 2. *PK(2) *EXPP + PK(4)*EXP0*COSSZ + DYDA(3)= PK(2)*PK(4)*EXP0*DCOSSZ + DYDA(4)= 2.*PK(4) + PK(2)*EXP0*COSSZ + RETURN + END +C + SUBROUTINE GAUS2NL(X,PK,Y,DYDA,N) +C ----------------------------------------------------------- +C LN(EXP+NOISE)**2 FIT TO A POWER SPECTRUM : +C y=LN(( D *exp( 2(-(sigma/c)*(pi/n)*z)**2 + noise )**2 ) +C parameters are pk(1,2, = sigma/C,D,Z,Pn ; enne=numb. of x values +C ----------------------------------------------------------- + DIMENSION PK(N),DYDA(N) + REAL*8 DLL + COMMON /GUESSPK/ENNE,DLL + PARAMETER PI=3.141592653589793 +C + EXPP= EXP(- ( (2.*PI*X/ENNE)*PK(1) )**2) + EXP0= EXP(-2.*( PI*X/ENNE *PK(1) )**2) + COSSZ= 2.*COS( (2.*PI*X/ENNE)*PK(3) ) + DCOSSZ=-(2.*PI*X/ENNE)*2.*SIN( (2.*PI*X/ENNE)*PK(3) ) + Y = PK(2)**2 * EXPP + + 1 PK(4)**2 + + 2 PK(2)*PK(4) * EXP0 * COSSZ + DYDA(1)= - 2.* PK(1) * (2.*PI*X/ENNE)**2 *PK(2)**2*EXPP + 1 - 4.* PK(1) * ( PI*X/ENNE)**2 + 2 *PK(2)*PK(4)*EXP0*COSSZ + DYDA(2)= 2. *PK(2) *EXPP + PK(4)*EXP0*COSSZ + DYDA(3)= PK(2)*PK(4)*EXP0*DCOSSZ + DYDA(4)= 2.*PK(4) + PK(2)*EXP0*COSSZ +C Turn into a log spectrum fit + DYDA(1)=DYDA(1)/Y + DYDA(2)=DYDA(2)/Y + DYDA(3)=DYDA(3)/Y + DYDA(4)=DYDA(4)/Y + Y=LOG(Y) + RETURN + END +C + SUBROUTINE GAUSSBELL(AL,A,N,F,SIG,KCOS) +C ------------------------------------------------ +C Applies a gauss bell function window to A(AL) +C F is the fraction (%) of data which are modified +C F refers to the non zero part of the data stream +C SIG is the gauss width +C If Kcos <=0 doesn't look for .NE. 0 points +C ------------------------------------------------ + DIMENSION AL(N),A(N) +C +C Looks for N1,N2 the first and last non-zero values +C + N1=1 + N2=N + IF(KCOS.LE.0) GOTO 300 + DO 5 I=1,N + IF(A(I).NE.0.0) GOTO 105 + 5 CONTINUE +C All data are zero, no warning and goes on computing. + GOTO 205 + 105 N1=I + 205 CONTINUE + DO 7 I=N,1,-1 + IF(A(I).NE.0.0) GO TO 107 + 7 CONTINUE +C All data are zero, no warning and goes on computing. + GOTO 207 + 107 N2=I + 207 CONTINUE +C + 300 CONTINUE + NF=F/100.*(N2-N1+1) + DENOM=0.5/(SIG*SIG) +C + DO 10 I=N1,N1+NF-1 + 10 A(I)=A(I)*EXP(-DENOM*(AL(I)-AL(N1+NF-1))**2) + DO 20 I=N2-NF+1,N2 + 20 A(I)=A(I)*EXP(-DENOM*(AL(N2-NF+1)-AL(I))**2) +C + RETURN + END +C + SUBROUTINE GAUSC(X,PK,Y,DYDA,N) +C ----------------------------------------------------------- +C complex gauss+redshift and its derivatives +C y= D *exp( 2(-(sigma/c)*(pi/n)*z)**2 +ix(2piz/n) +C parameters are pk(1,2,3) = sigma,D,z ; enne=numb. of x values +C C IS SET=1 ; X is measured in pixels => +C z=z*c*(dlambda/lambda) , sigma=sigma*c*(dlambda/lambda) +C dlambda/lambda e' lo shift di 1 pixel +C Howewer this routine hasn't been optimized, ANZI! +C (A log fit will be computationally shorter) +C ----------------------------------------------------------- + DIMENSION PK(N),DYDA(N) + REAL*8 DLL + COMMON /GUESSPK/ENNE,DLL + PARAMETER PI=3.141592653589793 +C + AN=ENNE + SIG=PK(1) + D=PK(2) + Z=PK(3) +C LAST x, after there are the imm parts + AN1=ENNE/2-1 + S=X +C + IF(S.GT.AN1) THEN +C We are dealing with the imm. part + S=S-AN + EXPP= EXP(-2.*(SIG*PI*S/AN)**2) + COSS= COS( 2.*PI*S*Z/AN) + SINN= SIN( 2.*PI*S*Z/AN) + Y= D* EXPP * SINN + DYDA(1)= - 4.*SIG * (S*PI/AN)**2 *D* EXPP*SINN + DYDA(2)= EXPP*SINN + DYDA(3)= D*EXPP*COSS*2.*PI*S/AN + ELSE +C real part + EXPP= EXP(-2.*(SIG*PI*S/AN)**2) + COSS= COS( 2.*PI*S*Z/AN) + SINN= SIN( 2.*PI*S*Z/AN) + Y= D* EXPP * COSS + DYDA(1)= - 4.*SIG * (S*PI/AN)**2 *D* EXPP*COSS + DYDA(2)= EXPP*COSS + DYDA(3)= - D*EXPP*SINN*2.*PI*S/AN +C + ENDIF + RETURN + END +C + SUBROUTINE GAUSG(X,PK,Y,DYDA,N) +C ----------------------------------------------------------- +C complex gauss+redshift and its derivatives +C y= D *exp( 2(-(sigma/c)*(pi/n)*z)**2 +ix(2piz/n) +C parameters are pk(1,2,3) = sigma,D,z ; enne=numb. of x values +C C IS SET=1 ; X is measured in pixels => +C z=z*c*(dlambda/lambda) , sigma=sigma*c*(dlambda/lambda) +C dlambda/lambda e' lo shift di 1 pixel +C Howewer this routine hasn't been optimized, ANZI! +C (A log fit will be computationally shorter) +C W1 contains the complex FT +C ----------------------------------------------------------- + PARAMETER (NPTMX=10000) + COMPLEX W1 + COMMON /WEIGHT/W(NPTMX),W1(NPTMX),W2(NPTMX) + DIMENSION PK(N),DYDA(N) + REAL*8 DLL + COMMON /GUESSPK/ENNE,DLL + PARAMETER PI=3.141592653589793 +C + AN=ENNE + SIG=PK(1) + D=PK(2) + Z=PK(3) +C LAST x, after there are the imm parts + AN1=ENNE/2-1 + S=X +C + IF(S.GT.AN1) THEN +C We are dealing with the imm. part + S=S-AN + K=S+ENNE/2+1 + REALT=REAL(W1(K)) + AIMAGT=AIMAG(W1(K)) + EXPP= EXP(-2.*(SIG*PI*S/AN)**2) + COSS= COS( 2.*PI*S*Z/AN) + SINN= SIN( 2.*PI*S*Z/AN) + SRCI=(SINN*REALT+COSS*AIMAGT) +C + Y= D* EXPP * SRCI + DYDA(1)= - 4.*SIG * (S*PI/AN)**2 *D* EXPP*SRCI + DYDA(2)= EXPP*SRCI + DYDA(3)= D*EXPP*2.*PI*S/AN * (COSS*REALT-SINN*AIMAGT) + ELSE +C real part + K=S+ENNE/2+1 + REALT=REAL(W1(K)) + AIMAGT=AIMAG(W1(K)) + EXPP= EXP(-2.*(SIG*PI*S/AN)**2) + COSS= COS( 2.*PI*S*Z/AN) + SINN= SIN( 2.*PI*S*Z/AN) + CRSI=(COSS*REALT-SINN*AIMAGT) +C + Y= D* EXPP * CRSI + DYDA(1)= - 4.*SIG * (S*PI/AN)**2 *D* EXPP*CRSI + DYDA(2)= EXPP*CRSI + DYDA(3)= - D*EXPP*2.*PI*S/AN * (SINN*REALT+COSS*AIMAGT) +C + ENDIF + RETURN + END +C + SUBROUTINE GAUSGT(X,PK,Y,DYDA,N) +C ----------------------------------------------------------- +C EXP FIT TO A POWER SPECTRUM : +C y= T* D *exp(2 (-(sigma/c)*(pi/n)*z)**2 + pow noise +C parameters are pk(1,2, = sigma/C,D,Pn ; enne=numb. of x values +C ----------------------------------------------------------- + DIMENSION PK(N),DYDA(N) + PARAMETER (NPTMX=10000) + COMPLEX W1 + COMMON /WEIGHT/W(NPTMX),W1(NPTMX),W2(NPTMX) + REAL*8 DLL + COMMON /GUESSPK/ENNE,DLL + PARAMETER PI=3.141592653589793 +C + K=X+ENNE/2+1 + EXPP=W2(K)* EXP(-2.*(PK(1)*PI*X/ENNE)**2) + Y = PK(2) * EXPP +PK(4) + DYDA(1)= - 4.* PK(1) * (PI*X/ENNE)**2 *EXPP + DYDA(2)= EXPP + DYDA(3)= 0.0 ! power isn't z dependent + DYDA(4)= 1. + RETURN + END +C + SUBROUTINE GAUSS(T,N,NLAMT,NLAMG,NEWN,NMAX) +C --------------------------------------------------------- +C Generates in T a normalized gauss function +C --------------------------------------------------------- + COMMON/TAPE/ N5,N6,N7 + DIMENSION T(NMAX) + REAL*8 W,W2,ANORM,X +C REAL*8 PI ! mettendo d0 sotto e' gia real*8 + PARAMETER PI=3.141592653589793D0 +C DATA PI/3.141592653589793/ +C REAL*4 PI +C DATA PI/3.1415927/ +C + 100 WRITE(N6,1000) NLAMT,NLAMG,NEWN,NMAX + 1000 FORMAT(' Template, galaxy, fourier and max dimensions are:',4I5/ + 1 ' Enter the number of points (EVEN) and the width (points)') + READ(N5,*) N,W + IF(N.GT.NMAX) THEN + WRITE(N6,2000) NMAX + 2000 FORMAT(' ERROR! Maximum value allowed for N is:',I5) + GOTO 100 + ENDIF + IF(MOD(N,2).NE.0) THEN + WRITE(N6,2200) N + 2200 FORMAT(' ERROR! ',I5,' IS NOT AN EVEN NUMBER') + GOTO 100 + ENDIF +C + ANORM=1.D0/(SQRT(2.D0*PI)*W) + W2=W*W +C The point x=0 is in i=n/2+1. (CIRCON will put it in wrap around order) + T(N/2+1)=ANORM + DO 30 I=N/2+2,N,1 + X=I-(N/2.+1) + T(I)=EXP(-(X**2)/W2/2.D0)*ANORM + T(N-I+2)=T(I) + 30 CONTINUE + X=N/2.0 + T(1)= EXP(-(X**2)/W2/2.D0)*ANORM +C +C Wrap around order: The point x=0 is in i=1, x<0 is in i=n,n/2+2,-1 +C T(1)=ANORM +C DO 10 I=2,N/2+1 +C X=I-1 +C 10 T(I)=EXP(-(X**2)/W2/2.)*ANORM +C DO 20 I=2,N/2 +C 20 T(N-I+2)=T(I) +C + RETURN + END +C + SUBROUTINE GAUSZ(X,PK,Y,DYDA,N) +C ----------------------------------------------------------- +C NORMALIZED gauss+redshift and its derivatives +C y=(c/sigma/sqrt(2pi)) *D *exp(-c**2*(x-z)**2/2sigma**2) +C parameters are pk(1,2,3)=sigma,D,z +C C IS SET=1 ; X is measured in pixels => +C z=z*c*(dlambda/lambda) , sigma=sigma*c*(dlambda/lambda) +C dlambda/lambda e' lo shift di 1 pixel +C ----------------------------------------------------------- + DIMENSION PK(N),DYDA(N) + PARAMETER PI=3.141592653589793 +C + F1=1./SQRT(PI*2.)/PK(1) + F2=EXP(-0.5*( (X-PK(3))/PK(1) )**2 ) +C + Y= PK(2) * F1 * F2 + DYDA(1)= PK(2) * F1 * F2 * (( (X-PK(3))/PK(1) )**2 -1.)/PK(1) + DYDA(2)= F1 * F2 + DYDA(3)= PK(2) * F1 * F2 * (X-PK(3))/PK(1)**2 +C + RETURN + END +C + SUBROUTINE GAUSZA(X,PK,Y,DYDA,N) +C ----------------------------------------------------------- +C UNNORMALIZED gauss+redshift and its derivatives +C y= D *exp(-c**2*(x-z)**2/2sigma**2) +C parameters are pk(1,2,3)=sigma,D,z +C C IS SET=1 ; X is measured in pixels => +C z=z*c*(dlambda/lambda) , sigma=sigma*c*(dlambda/lambda) +C dlambda/lambda e' lo shift di 1 pixel +C ----------------------------------------------------------- + DIMENSION PK(N),DYDA(N) + PARAMETER PI=3.141592653589793 +C + F2=EXP(-0.5*( (X-PK(3))/PK(1) )**2 ) +C + Y= PK(2) * F2 + DYDA(1)= PK(2) * F2 * (( (X-PK(3))/PK(1) )**2 )/PK(1) + DYDA(2)= F2 + DYDA(3)= PK(2) * F2 * (X-PK(3))/PK(1)**2 +C + RETURN + END +C + SUBROUTINE GAUSZC(X,PK,Y,DYDA,N) +C ----------------------------------------------------------- +C gauss+redshift+cons and its derivatives +C used to fit the cross correlation: +C y=(c/sigma/sqrt(2pi)) *D *exp(-c**2*(x-z)**2/2sigma**2)+Cost +C parameters are pk(1,2,3,4)=sigma,D,z,Cost +C C IS SET=1 ; X is measured in pixels => +C z=z*c*(dlambda/lambda) , sigma=sigma*c*(dlambda/lambda) +C dlambda/lambda e' lo shift di 1 pixel +C ----------------------------------------------------------- + DIMENSION PK(N),DYDA(N) + PARAMETER PI=3.141592653589793 +C + F1=1./SQRT(2.*PI)/PK(1) + F2=EXP(-0.5*( (X-PK(3))/PK(1) )**2 ) +C + Y= PK(2) * F1 * F2 + PK(4) + DYDA(1)= PK(2) * F1 * F2 * (( (X-PK(3))/PK(1) )**2 -1.)/PK(1) + DYDA(2)= F1 * F2 + DYDA(3)= PK(2) * F1 * F2 * (X-PK(3))/PK(1)**2 + DYDA(4)= 1. +C + RETURN + END +C + SUBROUTINE GAUSZC1(X0,PK,Y,DYDA,N) +C ----------------------------------------------------------- +C Differences from GAUSZ : +C x,z measured from pixel num. ENNE/2+1 assumed as zero ref.point +C but input X0=pixel number=PXL= 0,1,2 ...ENNE +C gauss+redshift+cons and its derivatives +C used to fit the cross correlation: +C y=(c/sigma/sqrt(2pi)) *D *exp(-c**2*(x-z)**2/2sigma**2)+Cost +C parameters are pk(1,2,3,4)=sigma,D,z,Cost +C C IS SET=1 ; X is measured in pixels starting from 0 => +C z=z*c*(dlambda/lambda) , sigma=sigma*c*(dlambda/lambda) +C dlambda/lambda e' lo shift di 1 pixel +C ----------------------------------------------------------- + COMMON/GUESSPK/ENNE + DIMENSION PK(N),DYDA(N) + PARAMETER PI=3.141592653589793 +C + X=X0-ENNE/2 +C + F1=1./SQRT(2.*PI)/PK(1) + F2=EXP(-0.5*( (X-PK(3))/PK(1) )**2 ) +C + Y= PK(2) * F1 * F2 + PK(4) + DYDA(1)= PK(2) * F1 * F2 * (( (X-PK(3))/PK(1) )**2 -1.)/PK(1) + DYDA(2)= F1 * F2 + DYDA(3)= PK(2) * F1 * F2 * (X-PK(3))/PK(1)**2 + DYDA(4)= 1. +C + RETURN + END +C + FUNCTION IFINDC(N,COMANDO,COMANDI) +C ---------------------------------------------------------------- +C returns the number of the string comando in the array comandi(n) +C ---------------------------------------------------------------- + CHARACTER*(*) COMANDO,COMANDI(N) + DO 10 I=1,N + IF(COMANDO.NE.COMANDI(I)) GOTO 10 + IFINDC=I + RETURN + 10 CONTINUE + IFINDC=0 + RETURN + END +C + SUBROUTINE INFITS(NMAX,MAXBUF,NDIMBUF,ALBUF,BUF,TL,T) +C --------------------------------------------------------- +C Routine presa da diskfits1.for , modificato. 10-6-1993 +C This routine reads fits format, written with 512 or 2880 +C byte records. A real fits file (records of 2880), when +C mouved from Unix to Vax, often looses its record structure +C and becomes a 512-records file. +C Pay attention to the byte ordering! (reversed in Vax VMS) +C BUF(nmax,maxbuf)= where the read spectra will be put +C ( in an user chosen vector of this array): +C 1=template, 2=galaxy, 3= correlation ..... +C ndimbuf(maxbuf) = number of lambda points +C albuf(maxbuf) = lambda for each point +C TL,T= working arrays +C -------------------------------------------------------- + DIMENSION NDIMBUF(MAXBUF),BUF(NMAX,MAXBUF),ALBUF(NMAX,MAXBUF) + DIMENSION TL(NMAX),T(NMAX) + COMMON/TAPE/N5,N6,N7 +C + PARAMETER (MAXBYTES=2880) ! maximum bytes in a record + PARAMETER (MAXREC=50) ! max number of records + PARAMETER (MAXNUM=MAXBYTES*MAXREC) ! Max bytes for fits file + DATA MXREC,MXNUM/MAXREC,MAXNUM/ +C + CHARACTER*1 A(MAXBYTES*MAXREC) ! Input buffer for a single record + DIMENSION IA(MAXBYTES*MAXREC/4) ! same but as integer*4 (32bits) + INTEGER*2 IA2(MAXBYTES*MAXREC/2) ! as integer*2 (16 bits) + EQUIVALENCE(A(1),IA(1),IA2(1))!A is used as real,32 or 16 bit int +C + CHARACTER*40 FILE ! I/O file names + CHARACTER*50 FILEHEAD + CHARACTER*7 HEADER + DATA HEADER /'HEADER_'/ +C +C .................. Header parameters : +C + COMMON /FITSPAR/ NPAR,PARNAM(20),IACTIVE(20),ITYPE(20), + 1 PARVAL1(20),IPARVAL2(20),PARVAL3(20),PARVAL4(20), + 2 NCARD(20) + CHARACTER*8 PARNAM,PARVAL4 + LOGICAL PARVAL1,IACTIVE + REAL*8 PARVAL3,BSCALE,BZERO,CRVAL1,CRPIX1,CDELT1 +C npar = numero parametri descritti nel common +C ( L'ultimo e' sempre END ) +C parnam = nome parametri +C iactive= true se il parametro e' stato interpretato +C ITYPE=1,2,3,4 : logical, integer, real, char, +C parval1,parval2,3,4 = valore parametro, logical,integer etc. +C ncard = scheda in cui e' il parametro +C + EQUIVALENCE(PARVAL3(6),BSCALE) + EQUIVALENCE(PARVAL3(7),BZERO) + EQUIVALENCE(IPARVAL2(3),NAXIS) + EQUIVALENCE(IPARVAL2(4),NAXIS1) + EQUIVALENCE(IPARVAL2(5),NAXIS2) + EQUIVALENCE(IPARVAL2(15),NAXIS3) + EQUIVALENCE(IPARVAL2(2),BITPIX) + INTEGER BITPIX + EQUIVALENCE(PARVAL3(14),CRVAL1) + EQUIVALENCE(PARVAL3(10),CRPIX1) + EQUIVALENCE(PARVAL3(12),CDELT1) +C ................................................ +C +C ............... buffer number to store read spectrum + 10 WRITE(N6,1000,ERR=10) MAXBUF + 1000 FORMAT(' Enter: 1 =read template, 2=galaxy ,3...(max:',I4,')', + 1 ' <=0 to exit') + READ(N5,*) NB + IF(NB.LE.0.OR.NB.GT.MAXBUF) THEN + WRITE(N6,1010) NB + 1010 FORMAT(' Exiting from input routine: input value:',I4) + RETURN + ENDIF +C ................................................... +C ............... Input fits file + NERROR=0 ! Error counter + 11 IF(NERROR.GT.4) THEN + WRITE(N6,1011) NERROR + 1011 FORMAT(' TOO MANY ERRORS !!!! ',I2) + GOTO 10 + ENDIF + WRITE(N6,2000) + 2000 FORMAT(' Give fits file name') + READ(N5,'(A)',ERR=11) FILE +C + MXBBLK=512 ! assuming this record lenght + MXWBLK=MXBBLK/4 ! number of 32bits (4 bytes word) for block +C +C ............... apre unita' input + OPEN (UNIT=1,FORM='UNFORMATTED',READONLY, + 1 RECL=MXWBLK,RECORDTYPE='FIXED',STATUS='OLD', + 2 BLOCKSIZE=MXBBLK,FILE=FILE,ERR=150) +C + GOTO 100 + 150 NERROR=NERROR+1 + WRITE(N5,1500) + 1500 FORMAT(' Open error! I try 2880 bytes records ....') + MXBBLK=2880 + MXWBLK=MXBBLK/4 + OPEN (UNIT=1,FORM='UNFORMATTED',READONLY, + 1 RECL=MXWBLK,RECORDTYPE='FIXED',STATUS='OLD', + 2 BLOCKSIZE=MXBBLK,FILE=FILE,ERR=155) + GOTO 100 + 155 NERROR=NERROR+1 + WRITE(N5,1555) + 1555 FORMAT(' OPEN ERROR AGAIN! FILE NOT READ!') + GOTO 11 + 100 CONTINUE +C ............................... +C + CALL KEYINIT ! fits keyword initialization +C +C +C .............. Reads all the fits file +C + DO 15 I=1,MXREC + READ(1,END=160) (A(J+(I-1)*MXBBLK),J=1,MXBBLK) + WRITE(6,1560) I,MXBBLK + 1560 FORMAT(' Reading record',I3,' , bytes read:',I5) + 15 CONTINUE + WRITE(6,1600) MXREC + 1600 FORMAT(' WARNING! EOF NOT ENCOUNTERD ! INCREASE MAXREC!',I5) + 160 CONTINUE + CLOSE(UNIT=1,ERR=161) + 161 NRECORD=I-1 + NSCHEDE=NRECORD*MXBBLK/80. +C looks for parameters in header + CALL HEADEXAM(A,1,NSCHEDE) + IF(.NOT.IACTIVE(NPAR)) PAUSE ' PAUSE: end card not fount' +C number of records of 2880 bytes (=36 cards) for header: + NRHEAD=NCARD(NPAR)/36 + IF(MOD(NCARD(NPAR),36).NE.0) NRHEAD=NRHEAD+1 + NIDATI=NRHEAD*2880+1 ! byte di inizio dati +C +C ........................writes the HEADER................ +C + NSCHEDE=NCARD(NPAR) ! num.schede:posto nell'header dell'END + FILEHEAD=HEADER//FILE + WRITE(N6,2400) FILEHEAD + 2400 FORMAT(' Enter 1 to show the header,'/, + 1 ' 2 for header in file:',A50/' 3 for both') + READ(N5,*,ERR=200) IEADER + IF(IEADER.EQ.2.OR.IEADER.EQ.3) THEN + OPEN(UNIT=11,ERR=190,FORM='FORMATTED', + 1 STATUS='NEW',FILE=FILEHEAD) + CALL WRITEH(11,A,NSCHEDE) ! header on unit 11 + CLOSE(UNIT=11) + ENDIF + GOTO 191 + 190 WRITE(N6,*)' Error in opening file 11 data not written' + 191 IF(IEADER.EQ.1.OR.IEADER.EQ.3) + 1 CALL WRITEH(N6,A,NSCHEDE) ! header on unit 6 +C number of data: + 200 IF(.NOT.(IACTIVE(2).AND.IACTIVE(4) + 1 .AND.IACTIVE(6).AND.IACTIVE(7) ) ) + 2 PAUSE ' Fits keyword missing in header ' + IF(NAXIS.EQ.1) THEN + NVALUES=NAXIS1 + ELSE IF(NAXIS.EQ.2) THEN + NVALUES=NAXIS1*NAXIS2 ! number of data for the frame + ELSE IF(NAXIS.EQ.3) THEN + NVALUES=NAXIS1*NAXIS2*NAXIS3 + ELSE + WRITE(N6,3980) NAXIS + 3980 FORMAT(' ERROR !, NAXIS=',I3,' not allowed', + 1 ' NAXIS=1 assumed') + NVALUES=NAXIS1 + ENDIF +C + NBYTES=NVALUES*BITPIX/8 ! total number of bytes for data +C + IF(NVALUES.GT.NMAX) THEN + WRITE(N6,3990) NVALUES,NMAX + 3990 FORMAT(' ERROR ! , ',I4,' numbers in fits file,', + 1 ' increase NPTMX parameter, now:',I4/ 'Some data ignored') + NVALUES=NMAX + ENDIF + CALL NULL(T,NVALUES) ! Zero output buffer +C +C WRITE(N6,4000) NIDATI,NBYTES + 4000 FORMAT(' primo byte di dati:',I5,' bytes TOT:',I5) +C ................ DATA HANDLING ...................... +C change the order of bytes, following FITS prescriptions +C passed to cset as int (not char)here to avoid "by descriptor" passing + IF(BITPIX.EQ.16) THEN + INIZDAT=(NIDATI-1)/2+1 +C TYPE*,' primo dato (int.2):',INIZDAT + CALL RIBALTA2(A,NIDATI,NBYTES) + CALL CSET2(T,NVALUES,IA2(INIZDAT),BSCALE,BZERO) + ELSE IF(BITPIX.EQ.32) THEN +C CALL RIBALTA2(A(NIDATI),NBYTES) + INIZDAT=(NIDATI-1)/4+1 +C TYPE*,' primo dato (int.4):',INIZDAT + CALL RIBALTA4(A,NIDATI,NBYTES) + CALL CSET4(T,NVALUES,IA(INIZDAT),BSCALE,BZERO) + ELSE + PAUSE ' PAUSE: only bitpix 16 or 32 allowed' + ENDIF +C +C ................. Lambda scale and intensity + NDIMBUF(NB)=NVALUES + DO 70 I=1,NVALUES + BUF(I,NB)=T(I) + ALBUF(I,NB)= CRVAL1+(I-1)*CDELT1 + 70 CONTINUE +C + IF(CRVAL1.LT.5..AND.ALBUF(NVALUES,NB).LT.10.) THEN + WRITE(N6,7000) + 7000 FORMAT(' Assuming an input log lambda scale') + + DO 75 I=1,NVALUES + ALBUF(I,NB)=10.0**(ALBUF(I,NB)) + 75 CONTINUE + ENDIF +C Tests lambda scale + KSCAL=0 ! test scale and ask lambda if a wrong scale is found + CALL LEGGESCAL(ALBUF(1,NB),NVALUES,KDUM) +C +C ............... To test : +C type 9999,(j,albuf(j,nb),buf(j,nb),j=1,nvalues) +C9999 format( 1x,I5,1x, G15.10, 1x,G20.10) +C ........................... + GOTO 10 +C + END +C + SUBROUTINE CSET2(C,N,IA,BSCALE,BZERO) ! a part of infits routine +C ------------------------------------------------- +C integer *2 data converted to real*8 +C ------------------------------------------------- + DIMENSION C(N),IA(N) + INTEGER*2 IA + REAL*8 BSCALE,BZERO + DO 10 I=1,N + C(I)=IA(I)*BSCALE+BZERO + 10 CONTINUE + RETURN + END +C + SUBROUTINE CSET4(C,N,IA,BSCALE,BZERO) ! a part of infits routine +C ------------------------------------------------- +C integer *4 data converted to real*8 +C ------------------------------------------------- + DIMENSION C(N),IA(N) + INTEGER*4 IA + REAL*8 BSCALE,BZERO +C TYPE*,' setting data to real: Values:',N +C TYPE*,' bscale,bzero:',BSCALE,BZERO + DO 10 I=1,N + C(I)=IA(I)*BSCALE+BZERO + 10 CONTINUE + RETURN + END +C + SUBROUTINE HEADEXAM(A,N1,N2) ! a part of infits routine +C ---------------------------------------------- +C esamina un record di header per interpretare i +C parametri definiti nel common +C Dalle schede N1 alla N2 +C ---------------------------------------------- + CHARACTER*80 A(N2) +C ................................................... + COMMON /FITSPAR/ NPAR,PARNAM(20),IACTIVE(20),ITYPE(20), + 1 PARVAL1(20),IPARVAL2(20),PARVAL3(20),PARVAL4(20), + 2 NCARD(20) + CHARACTER*8 PARNAM,PARVAL4 + LOGICAL PARVAL1,IACTIVE + REAL*8 PARVAL3,BSCALE,BZERO,CRVAL1,CRPIX1,CDELT1 +C npar = numero parametri descritti nel common +C parnam = nome parametri +C iactive= true se il parametro e' stato interpretato +C ITYPE=1,2,3,4 : logical, integer, real, char, +C parval1,parval2,3,4 = valore parametro, logical,integer etc. +C ncard = scheda in chui e' il parametro +C + EQUIVALENCE(PARVAL3(6),BSCALE) + EQUIVALENCE(PARVAL3(7),BZERO) + EQUIVALENCE(IPARVAL2(3),NAXIS) + EQUIVALENCE(IPARVAL2(4),NAXIS1) + EQUIVALENCE(IPARVAL2(5),NAXIS2) + EQUIVALENCE(IPARVAL2(15),NAXIS3) + EQUIVALENCE(IPARVAL2(2),BITPIX) + INTEGER BITPIX + EQUIVALENCE(PARVAL3(14),CRVAL1) + EQUIVALENCE(PARVAL3(10),CRPIX1) + EQUIVALENCE(PARVAL3(12),CDELT1) +C ................................................... +C +C +C loop sulle schede dell'header + DO 10 I=N1,N2 + DO 20 J=1,NPAR-1 ! L'ultimo parametro e' END trattato a parte + IF(A(I)(1:8).EQ.PARNAM(J)) THEN + IACTIVE(J)=.TRUE. + NCARD(J)=I + IF(ITYPE(J).EQ.1) THEN ! Logical + IF(A(I)(30:30).EQ.'T') THEN + PARVAL1(J)=.TRUE. + ELSE + PARVAL1(J)=.FALSE. + ENDIF + ELSE IF(ITYPE(J).EQ.2) THEN ! Integer + READ(A(I),2000) IPARVAL2(J) + 2000 FORMAT(10X,2I20.0) + ELSE IF(ITYPE(J).EQ.3) THEN ! Real + READ(A(I),3000) PARVAL3(J) + 3000 FORMAT(10X,2E20.0) + ELSE IF(ITYPE(J).EQ.4) THEN ! Character + READ(A(I),4000) PARVAL4(J) + 4000 FORMAT(11X,A8) + ENDIF + GOTO 10 + ENDIF + 20 CONTINUE +C + IF(A(I)(1:8).EQ.PARNAM(NPAR)) THEN ! END found + IACTIVE(NPAR)=.TRUE. + PARVAL1(NPAR)=.TRUE. + IPARVAL2(NPAR)=I ! Num Scheda ove e' 'END' + NCARD(NPAR)=I + RETURN ! END interrompe l'analisi + ENDIF + 10 CONTINUE +C + RETURN + END +C + SUBROUTINE KEYINIT ! a part of infits routine +C ----------------------------------------- +C Inizializza il common dei parametri fits +C ----------------------------------------- + COMMON /FITSPAR/ NPAR,PARNAM(20),IACTIVE(20),ITYPE(20), + 1 PARVAL1(20),IPARVAL2(20),PARVAL3(20),PARVAL4(20), + 2 NCARD(20) + CHARACTER*8 PARNAM,PARVAL4 + LOGICAL PARVAL1,IACTIVE + REAL*8 PARVAL3,BSCALE,BZERO,CRVAL1,CRPIX1,CDELT1 +C npar = numero parametri descritti nel common +C L'ultimo e;' sempre END +C parnam = nome parametri +C iactive= true se il parametro e' stato interpretato +C ITYPE=1,2,3,4 : logical, integer, real, char, +C parval1,parval2,3,4 = valore parametro, logical,integer etc. +C ncard = scheda in chui e' il parametro +C + EQUIVALENCE(PARVAL3(6),BSCALE) + EQUIVALENCE(PARVAL3(7),BZERO) + EQUIVALENCE(IPARVAL2(3),NAXIS) + EQUIVALENCE(IPARVAL2(4),NAXIS1) + EQUIVALENCE(IPARVAL2(5),NAXIS2) + EQUIVALENCE(IPARVAL2(15),NAXIS3) + EQUIVALENCE(IPARVAL2(2),BITPIX) + INTEGER BITPIX + EQUIVALENCE(PARVAL3(14),CRVAL1) + EQUIVALENCE(PARVAL3(10),CRPIX1) + EQUIVALENCE(PARVAL3(12),CDELT1) +C PARNAM(1)='SIMPLE' + ITYPE(1)=1 + PARNAM(2)='BITPIX' + ITYPE(2)=2 + PARNAM(3)='NAXIS' + ITYPE(3)=2 + PARNAM(4)='NAXIS1' + ITYPE(4)=2 + PARNAM(5)='NAXIS2' + ITYPE(5)=2 + PARNAM(6)='BSCALE' + ITYPE(6)=3 + PARNAM(7)='BZERO' + ITYPE(7)=3 + PARNAM(8)='COMMENT' + ITYPE(8)=4 + PARNAM(9)='HISTORY' + ITYPE(9)=4 + PARNAM(10)='CRPIX1' + ITYPE(10)=3 + PARNAM(11)='CRPIX2' + ITYPE(11)=3 + PARNAM(12)='CDELT1' + ITYPE(12)=3 + PARNAM(13)='CDELT2' + ITYPE(13)=3 + PARNAM(14)='CRVAL1' + ITYPE(14)=3 + PARNAM(15)='NAXIS3' + ITYPE(15)=2 +C ............... qui si puo' aggiungere definizione di altri param. + PARNAM(16)='END' ! L'ULTIMO DEVE ESSERE SEMPRE + ITYPE(16)=1 ! END. +C + NPAR=16 +C + ENTRY KEYRESET +C + DO 10 I=1,NPAR + 10 IACTIVE(I)=.FALSE. +C + RETURN + END +C + SUBROUTINE NULL(A,N) ! a part of infits routine +C ----------------------- + DIMENSION A(N) + DO 10 I=1,N + 10 A(I)=0.0 + RETURN + END +C + SUBROUTINE RIBALTA2(A,INIZ,N) ! a part of infits routine +C ---------------------------------------------- +C riblata i bytes secondo lo standard fits +C bytes 1,2 => 2,1 (parole di 2 bytes) +C ---------------------------------------------- + CHARACTER*1 A(*),DUM + TYPE*,' ribalto i dati a 2 a 2 , primo byte:',INIZ + DO 10 I=INIZ,N+INIZ-1,2 + DUM=A(I) + A(I)=A(I+1) + A(I+1)=DUM + 10 CONTINUE +C TYPE*,' ribaltati: numero bytes:',N + RETURN + END +C + SUBROUTINE RIBALTA4(A,INIZ,N) ! a part of infits routine +C ---------------------------------------------- +C ribalta i bytes secondo lo standard fits +C bytes: 1,2,3,4 => 4,3,2,1 ( parole di 4 bytes ) +C ---------------------------------------------- + CHARACTER*1 A(*),DUM,DUM1 +C TYPE*,' ribalto a 4 a 4 i bytes di dati' +C TYPE*,' primo byte:',INIZ + DO 10 I=INIZ,N+INIZ-2,4 + DUM=A(I) + A(I)=A(I+3) + A(I+3)=DUM + DUM1=A(I+1) + A(I+1)=A(I+2) + A(I+2)=DUM1 + 10 CONTINUE +C TYPE*,' ribaltati: numero bytes:',N + RETURN + END +C + SUBROUTINE WRITEH(NT,B,NCARDS) ! a part of infits routine +C ------------------------------------- +C writes header on unit NT +C ------------------------------------- + CHARACTER *80 B(NCARDS) +C + WRITE(NT,1000) + 1000 FORMAT(///10X,' Header :') + LASTCARD=NCARDS +C DO 10 I=1,NCARDS +C IF(B(I)(1:3).EQ.'END') THEN +C LASTCARD=I +C GOTO 100 +C ENDIF +C 10 CONTINUE + 100 WRITE(NT,2000) (B(J),J=1,LASTCARD) + 2000 FORMAT(1X,A80) + RETURN + END +C + SUBROUTINE LEFT(TL,T,N) +C ----------------------------------------------------------- +C The spectrum is left adjusted +C ----------------------------------------------------------- + DIMENSION TL(N),T(N) +C +C Find the first non zero point + DO 10 I=1,N + IF(T(I).NE.0.0) GO TO 100 + 10 CONTINUE + RETURN + 100 K=I-1 + DO 20 I=1,N-K + TL(I)=TL(I+K) + T(I)=T(I+K) + 20 CONTINUE + DO 30 I=N-K+1,N + TL(I)=0.0 + 30 T(I)=0.0 + N=N-K + RETURN + END +C + SUBROUTINE LEGGE(N,NMAX,TL0,T0,SL0,S0,FT,FS,FG,KF) +C -------------------------------------------- +C Lettura files di input +C depending on KF : input format +C -------------------------------------------- + COMMON/TAPE/ N5,N6,N7 + DIMENSION T0(NMAX),TL0(NMAX),SL0(NMAX),S0(NMAX) + COMPLEX FT(NMAX),FS(NMAX),FG(NMAX) + CHARACTER*80 FILE + CHARACTER*1 YN + CHARACTER*50 FORMATO(5) + DATA FORMATO/ + 1 ' num lambda_TL0 intensity_T0 ', + 2 ' num intensity_T0 ', + 3 ' num lambda intensity_T0 intessity_S0 ', + 4 ' num real_FT imm_FT ', + 5 ' num real_FT imm_FT real_FS imm_FS r_FG Imm_FG'/ +C '12345678901234567890123456789012345678901234567890 +C + NRETRY=0 ! num riprove per errore nome file + GOTO 100 +C Bad file name error + 1 CONTINUE + WRITE(N6,1000) FILE + 1000 FORMAT(' ERROR!, bad file name:',A20) + NRETRY=NRETRY+1 + IF(NRETRY.GT.2) RETURN ! max si puo' sbagliare 2 volte + GOTO 100 +C +C Bad format number error + 2 CONTINUE + WRITE(N6,1002) KF + 1002 FORMAT(' ERROR! bad format number:',I5/ + 1 ' ENTER FORMAT NUMBER (0 TO EXIT):') + READ(N5,*) KF + IF(FK.LE.0) RETURN + GOTO 100 +C Reading file error + 3 CONTINUE + CLOSE (UNIT=10,ERR=30) + 30 WRITE(N6,1004) FILE,J + 1004 FORMAT(' ERROR! In reading file:',A20,' record:',I6/ + 1 ' give YES to continue NO to read again with different format') + READ(N5,1100,ERR=30) YN + IF(YN.EQ.'Y'.OR.YN.EQ.'y') THEN + N=J-1 + RETURN + ENDIF + GOTO 2 +C Too many points error + 4 WRITE(N6,1006) I,FILE + 1006 FORMAT(' !!!!!ERROR : TOO MANY INPUT POINTS:', + 1 I5,' data read from file:'/A80) + CLOSE (UNIT=10) + N=J + RETURN +C Open file error + 5 CONTINUE + WRITE(N6,1008) FILE + 1008 FORMAT(' ERROR! Open error in file:',A20) + NRETRY=NRETRY+1 + IF(NRETRY.GT.2) RETURN ! max si puo' sbagliare 2 volte + GOTO 100 +C ............................................. +C ............................. Input file name +C ............................................. + 100 WRITE(N6,2000) + 2000 FORMAT(' Enter input file name') + READ(N5,1100,ERR=1) FILE + 1100 FORMAT(A) + WRITE(N6,1101) FILE + 1101 FORMAT(' Reading from file : ',A40) +C + 102 IF(KF.LE.0.OR.KF.GT.5) GOTO 2 + OPEN(UNIT=10,FILE=FILE,READONLY,FORM='FORMATTED', + 1 STATUS='OLD',ERR=5) +C + IF(KF.EQ.1) THEN + READ(10,*,ERR=3) + READ(10,*,ERR=3) + READ(10,*,ERR=3) + DO 10 J=1,NMAX + READ(10,*,END=500,ERR=3) I,TL0(J),T0(J) + 10 CONTINUE + GOTO 4 + ELSE IF(KF.EQ.2) THEN + READ(10,*,ERR=3) + READ(10,*,ERR=3) + READ(10,*,ERR=3) + DO 15 J=1,NMAX + READ(10,*,END=500,ERR=3) I,T0(J) + 15 TL0(J)=J + GOTO 4 + ELSE IF(KF.EQ.3) THEN + READ(10,*,ERR=3) + READ(10,*,ERR=3) + READ(10,*,ERR=3) + DO 17 J=1,NMAX + READ(10,*,END=500,ERR=3) I,TL0(J),T0(J),S0(J) + 17 SL0(I)=TL0(I) + GOTO 4 + ELSE IF(KF.EQ.4) THEN + READ(10,*,ERR=3) + READ(10,*,ERR=3) + READ(10,*,ERR=3) + DO 20 J=1,NMAX + READ(10,*,END=500,ERR=3) I,A1,A2 + FT(I)=CMPLX(A1,A2) + 20 CONTINUE + GOTO 4 + ELSE IF(KF.EQ.5) THEN + READ(10,*,ERR=3) + READ(10,*,ERR=3) + READ(10,*,ERR=3) + DO 25 J=1,NMAX +C READ(10,*,END=500,ERR=3) I,FT(I),FS(I),FG(I)!*doesn't work with +C complex unless written: ( real , imm ) + READ(10,*,END=500,ERR=3) I,A1,A2,A3,A4,A5,A6 + FT(I)=CMPLX(A1,A2) + FS(I)=CMPLX(A3,A4) + FG(I)=CMPLX(A5,A6) + 25 CONTINUE + GOTO 4 + ENDIF + GOTO 2 +C + 500 CONTINUE + CLOSE (UNIT=10) + N=J-1 + WRITE(N6,5000) N,FILE,FORMATO(KF) + 5000 FORMAT(/' Read ',I6,' data from file:'A50/ + 1 ' FORMAT : ',A50//) +C Test lambda scale and,if bad, ask for + IF(K.GT.3) RETURN ! for fourier input no lambda test + KSCAL=0 + CALL LEGGESCAL(TL0,N,KSCAL) + IF(KF.EQ.3) THEN ! for both template and galaxy check GL0 also + DO 50 I=1,N + IF(TL0(I).NE.SL0(I)) SL0(I)=TL0(I) + 50 CONTINUE + ENDIF +C + RETURN + END +C + SUBROUTINE LEGGESCAL(TL0,N,K) +C ------------------------------------------------ +C if a "pixel type" lambda scale if found then +C ask for a linear lambda scale +C IF K=1 ask for scale in any way +C ------------------------------------------------ + COMMON/TAPE/ N5,N6,N7 + DIMENSION TL0(N) + REAL*8 ALAMBDA0,ALAMBDA1,ALAMSTP +C +C If this spectrum has't a lambda scale builds it + 10 CONTINUE + IF((TL0(1).GT.100..AND.TL0(N).GT.100.).AND.K.NE.1) RETURN + WRITE(N6,1200) + 1200 FORMAT(' This spectrum hasn''t a good lambda scale.'/ + 1 ' Enter the first lambda value (=0:exit;<0:log)') + READ(N5,*,ERR=500) ALAMBDA0 + IF(ALAMBDA0.EQ.0.0D0) RETURN + IF(ALAMBDA0.GT.0.0D0) THEN + WRITE(N6,1300) + 1300 FORMAT(' Enter the (LINEAR) lambda step (0: exit,', + 1 ' <0 :last lambda)') + READ(N5,*,ERR=500) ALAMSTP + IF(ALAMSTP.EQ.0.0) RETURN + IF(ALAMSTP.LT.0.0) ALAMSTP=-(ALAMSTP+ALAMBDA0)/(N-1) + TL0(1)=ALAMBDA0 + DO 5 I=2,N + 5 TL0(I)=ALAMBDA0+ALAMSTP*(I-1) + WRITE(N6,1400) ALAMBDA0,TL0(N),ALAMSTP + 1400 FORMAT(' Firts,last lambda and l2-l1:'/1X,3G20.10) + ELSE IF(ALAMBDA0.LT.0.0D0) THEN + WRITE(N6,1500) + 1500 FORMAT(' LOG SCALE: enter first,second lambda', + 1 '(first=<0:Return, second<0 =last lam.)') + READ(N5,*,ERR=500) ALAMBDA0,ALAMBDA1 + IF(ALAMBDA0.LE.0.0.OR.ALAMBDA1.EQ.0.0) RETURN + IF(ALAMBDA1.LT.0.0) THEN + ALAMBDA1=-ALAMBDA1 + ALAMSTP=(ALAMBDA1/ALAMBDA0)**(1./(N-1.)) + ALAMBDA1=ALAMBDA0*ALAMSTP + ELSE + ALAMSTP=ALAMBDA1/ALAMBDA0 + ENDIF + TL0(1)=ALAMBDA0 + TL0(2)=ALAMBDA1 + DO 20 I=3,N + 20 TL0(I)=TL0(I-1)*ALAMSTP + WRITE(N6,1600) ALAMBDA0,ALAMBDA1,TL0(N),ALAMSTP + 1600 FORMAT(' Firts,second,last lambda and l2/l1:'/1X,4G20.10) + ENDIF + RETURN + 500 WRITE(N6,5000) + 5000 FORMAT(' READ ERROR !, INPUT AGAIN !!!!!! ') + GOTO 10 + END +C + SUBROUTINE LOGSCA(A0,N) +C ------------------------------------------ +C Spectrum into log spectrum +C ------------------------------------------ + COMMON/TAPE/ N5,N6,N7 + DIMENSION A0(N) +C +C Looks for the minimun value + K=1 + DO 5 I=1,N + IF(A0(I).LT.SHIFT) SHIFT=A0(I) + 5 CONTINUE +C Rise the spectrum to avoid negative values + IF(SHIFT.LT.0.) THEN + WRITE(N6,1000) SHIFT + 1000 FORMAT(' Some data are less than zero, all spectrum summed to', + 1 E12.5) + DO 7 I=1,N + 7 A0(I)=A0(I)-SHIFT + ENDIF +C Renormalizes the spectrum + CALL MEANORM(A0,N,1) +C Transforms to LOG10 + DO 10 I=1,N + IF(A0(I).EQ.0.) GOTO 10 + A0(I)=LOG10(A0(I)) + 10 CONTINUE + RETURN + END +C + SUBROUTINE LOGSCAL(TL0,T0,TL,T,N,NMAX,K,NEWN, + 1 TLA,TLB,AL2L1,AL2,PXL,SINCERR) +C --------------------------------------------------------- +C To transform the spectrum in a lambda log scale it is +C piecewise interpolated by a polinomium +C of order K-1 , a new lambda logaritmic interval is used +C to divide the lambda range in NEWN points. +C If K=0 Wittaker sinc interpolation is used +C Output is a spectrum of NEWN points +C If TLA,TLB>= use these as first and last lambda values, +C OR AL1L2=L2/L1 , if given, or AL2=lambda(2), if given +C Otherwise TL0(1),TL0(N), if these are not good limits +C asks for first lambda value and lambda interval +C sincerr is 1/error in the interpolation sinc law +C --------------------------------------------------------- + COMMON/TAPE/ N5,N6,N7 +C + DIMENSION TL0(NMAX),T0(NMAX),TL(NMAX),T(NMAX),PXL(NMAX) + REAL*8 DELTAL,FIRSTL,ALASTL,ALAMBDA0,ALAMSTP + REAL*8 ALAM,ALAM1,DELTN +C + IF(NEWN.LE.0) NEWN=N + IF(NEWN.GT.NMAX) THEN + WRITE(N6,1000) NMAX,NEWN + 1000 FORMAT(' ERROR!! Execution impossible, the value of NMAX:', + 1 I6,' must be increased to ',I6) + RETURN + ENDIF + 100 IF(K.GT.N.OR.K.LT.0) THEN + WRITE(N6,1100) K-1 + 1100 FORMAT(I5,': invalid value for polinomium order! REENTER') + READ(N5,*) K + K=K+1 + GOTO 100 + ENDIF +C + ERROR=0.0 + TERROR=0.0 +C If this spectrum has't a lambda scale builds it + KSCAL=0 + CALL LEGGESCAL(TL0,N,KSCAL) +C +C IF(TL0(1).LE.10.0.OR.TL0(N).LE.0.0) THEN +C WRITE(N6,1200) +C 1200 FORMAT(' This spectrum has''t a good lambda scale.'/ +C 1 ' Enter the first lambda value (<=0 to exit)') +C READ(N5,*) ALAMBDA0 +C IF(ALAMBDA0.LE.0.0) RETURN +C WRITE(N6,1300) +C 1300 FORMAT(' Enter the (LINEAR) lambda step (<=0 to exit)') +C READ(N5,*) ALAMSTP +C IF(ALAMSTP.LE.0.0) RETURN +C TL0(1)=ALAMBDA0 +C DO 5 I=2,N +C 5 TL0(I)=ALAMBDA0+ALAMSTP*(I-1) +C ENDIF +C Saves the spectrum in T,TL + DO 10 I=1,N + TL(I)=TL0(I) + 10 T(I)=T0(I) +C New Lambda interval (equilogaritmic lambda scale) +C Uses TLA,TLB as first and last lambda, +C if <=0 then TL0(1),TL0(N) are used + IF(TLA.GT.0.0.AND.TLB.GT.TLA) THEN + FIRSTL=TLA + ALASTL=TLB + DELTAL=(ALASTL/FIRSTL)**(1./(NEWN-1)) + ELSE IF(TLB.LE.0.0.AND.TLA.GT.0.0.AND.AL2L1.GT.0.0) THEN + FIRSTL=TLA + DELTAL=AL2L1 + ALASTL=FIRSTL*DELTAL**(NEWN-1) + ELSE IF(TLB.LE.0.0.AND.TLA.GT.0.0.AND.AL2.GT.0.0) THEN + FIRSTL=TLA + DELTAL=DBLE(AL2)/DBLE(TLA) + ALASTL=FIRSTL*DELTAL**(NEWN-1) + ELSE + FIRSTL=TL0(1) + ALASTL=TL0(N) + DELTAL=(ALASTL/FIRSTL)**(1./(NEWN-1)) + ENDIF +C + IF(K.GT.0) THEN ! POLINOMIAL INTERPOLATION ................... +C +C First,last and central point for interpolation + I1=1 + I2=K + IC=K/2+1 + IF(IC.LT.1) IC=1 +C Computes the new interpolated values + ALAM=FIRSTL/DELTAL + DO 30 I=1,NEWN +C New lambda value +C TL0(I)=FIRSTL*DELTAL**(I-1) ! Warning ! +C L'importante e' avere sempre lo stesso +C rapporto fra lambda successive; anche se +C si accumula errore e' lo stesso, solo che +C alla fine (a TL0(NEWN)), si arriva ad un +C lambda un po piu'piccolo o piu' grande. +C TL0(I)=TL0(I-1)*DELTAL ! Questo sarebbe meglio, ma veramente +C ! questo o quello sopradanno gli stessi valori .... + ALAM1=ALAM*DELTAL ! mi faccio la scala lambda in doppia + TL0(I)=REAL(ALAM1) ! precisione, ma mi sa che e' + ALAM=ALAM1 ! superfluo..... +C +C If passed over TL(ic) change popint for interpolation + 300 IF(TL0(I).GT.TL(IC).AND.I2.LT.N) THEN + IC=IC+1 + I1=I1+1 + I2=I2+1 + GOTO 300 + ENDIF +C Interpolated value at TL0(I) + CALL POLINT(TL(I1),T(I1),K,TL0(I),T0(I),ERR) +C + IF(T0(I).NE.0.0) ERR=ERR/T0(I)*100. + IF(ERR.GT.ERROR) ERROR=ERR + TERROR=TERROR+ERR + 30 CONTINUE +C + TERROR=TERROR/NEWN + WRITE(N6,3000) N,NEWN,K-1,K-2,TERROR,ERROR + 3000 FORMAT(' Data changed from:',I5,' to:',I5,' lambda values.'/ + 1 ' Medium and maximum % interpolation error:'/ + 2 ' ( % difference between polinomial of order ', + 3 I3,' and ',I3,' )'/ + 4 E12.5,1x,E12.5) +C + ELSE ! WITTAKER SINC INTERP ...... +C ! Really, it does't work ... +C IF(SINCERR.LE.0) THEN +C WRITE(N6,2000) +C 2000 FORMAT(' Enter 1/error in sinc interpolation') +C READ(N5,*)SINCERR +C IF(SINCERR.LE.0.0) SINCERR=1000000. +C ENDIF +C + DELTLN=LOG(DELTAL) + TL0(1)=0 ! Log lambda scale in TL0, in units of ln(deltal) + DO 40 I=2,N + TL0(I)=LOG(DBLE(TL(I))/FIRSTL)/DELTLN + 40 CONTINUE +C + T0(1)=T(1) ! first value unchanged + TSCALE=1. + DO 45 I=2,NEWN +C T0(I)=WITTC(T,TL0,PXL(I),N,TSCALE,SINCERR) + T0(I)=WITT(T,TL0,PXL(I),N,TSCALE) + 45 CONTINUE +C + TL0(1)=FIRSTL ! now set true lambda scale in Amstrong + DO 50 I=2,NEWN-1 + 50 TL0(I)=FIRSTL*DELTAL**(I-1) + TL0(NEWN)=ALASTL + WRITE(N6,2500) NEWN,SINCERR + 2500 FORMAT(1X,I5,' values obtained by sinc interp., error:',G15.5) + ENDIF ! IF ON POLY. OR SINC .................. +C + WRITE(N6,3020) TL0(1),TL(1),FIRSTL + WRITE(N6,3010) TL0(NEWN),TL(N),ALASTL + WRITE(N6,3030) DELTAL + 3010 FORMAT(' Last lambda:',F15.4,' old :',F15.4, + 1 ' imposed :',F15.4) + 3020 FORMAT(' First lambda:',F15.4,' old :',F15.4, + 1 ' imposed :',F15.4) + 3030 FORMAT(' L2/L1:',G15.6) +C + N=NEWN + RETURN + END +C + SUBROUTINE MAXPRINT(C,CL,N,N6,CMAX,KCMAX) +C -------------------------------------------- +C finds first 10 maximum values in C(n) +C cmax is the max value, kcmax its index +C -------------------------------------------- + DIMENSION C(N),CL(N),NMAX(10) +C + KMIN=1 + DO 35 I=1,N + IF(C(I).LT.C(KMIN)) KMIN=I + 35 CONTINUE +C Find the maximum value (on the first n values) + DO 40 I=1,10 + K=KMIN + DO 45 J=1,N + IF(C(J).LE.C(K)) GO TO 45 + DO 50 JJ=1,I-1 + IF(NMAX(JJ).EQ.J) GO TO 45 + 50 CONTINUE + K=J + 45 CONTINUE + NMAX(I)=K + 40 CONTINUE +C + KCMAX=NMAX(1) + CMAX=C(KCMAX) +C + DO 60 I=1,10 + K=NMAX(I) + WRITE(N6,1000) K,K-1,CL(K),C(K) + 1000 FORMAT(' Point',I5,' z',I4,' Doppler shift (km/sec):',E12.5, + 1 ' Correlation:',E12.5) + 60 CONTINUE + RETURN + END +C + SUBROUTINE MAXPRINTC(C,CL,N,N3,N6,CMAX,KCMAX) +C -------------------------------------------- +C finds first 10 maximum values in C(n) +C cmax is the max value, kcmax its index +C differs from maxprint in looking for in +C the n3 central values, +C -------------------------------------------- + DIMENSION C(N),CL(N),NMAX(10) +C +C loocks for the min value + KMIN=N/2 + DO 35 I=N/2-N3/2,N/2+N3/2 + IF(C(I).LT.C(KMIN)) KMIN=I + 35 CONTINUE +C Find the maximum value (on the first n values) + DO 40 I=1,10 + K=KMIN + DO 45 J=N/2-N3/2,N/2+N3/2 + IF(C(J).LE.C(K)) GO TO 45 + DO 50 JJ=1,I-1 + IF(NMAX(JJ).EQ.J) GO TO 45 + 50 CONTINUE + K=J + 45 CONTINUE + NMAX(I)=K + 40 CONTINUE +C + KCMAX=NMAX(1) + CMAX=C(KCMAX) +C + DO 60 I=1,10 + KK=NMAX(I) + WRITE(N6,1000) KK,KK-N/2-1,CL(KK),C(KK) + 1000 FORMAT(' Point',I5,' z',I4,' Doppler shift (km/sec):',E12.5, + 1 ' Correlation:',E12.5) + 60 CONTINUE + RETURN + END +C + SUBROUTINE MEANORM(A,N,K) +C ----------------------------------------------------------- +C Normalizes to the medium value (if K<=0 ask for input) +C ----------------------------------------------------- + COMMON/TAPE/ N5,N6,N7 + DIMENSION A(N) + CHARACTER*1 YN +C + IF(N.LE.0) THEN + WRITE(N6,2888) + 2888 FORMAT(' ERROR! No values in spectrum') + RETURN + ENDIF + TOT=0.0 + DO 10 I=1,N + 10 TOT=TOT+A(I) + TOT=TOT/N + IF(TOT.LT.0.0) THEN + WRITE(N6,2999)TOT + 2999 FORMAT(' MEDIUM VALUE < 0 :',E12.5,' sign changed!') + TOT=-TOT + ENDIF +c KL<=0 ask for normalization; K>0 normalizes without asking + IF(K.GT.0) GOTO 100 + WRITE(N6,3000) TOT + 3000 FORMAT(' The medium value is:',E12.5,' Must I normalize?' + 1 '(Y/N)') + READ(N5,3001) YN + 3001 FORMAT(A) + IF(YN.NE.'Y'.AND.YN.NE.'y') GOTO 200 + IF(TOT.EQ.0.0) GOTO 200 + 100 DO 20 I=1,N + 20 A(I)=A(I)/TOT + WRITE(N6,4000) TOT + 4000 FORMAT(' Normalized to the medium value:',E12.5) + RETURN + 200 WRITE(N6,4400) + 4400 FORMAT(' Data not normalized.') + RETURN + END +C + SUBROUTINE MEANSUB(A,N) +C ----------------------------------------------------------- +C Subtract the mean spectrum value +C ----------------------------------------------------- + COMMON/TAPE/ N5,N6,N7 + DIMENSION A(N) + CHARACTER*1 YN +C + TOT=0.0 + DO 10 I=1,N + 10 TOT=TOT+A(I) + TOT=TOT/N + WRITE(N6,3000) TOT + 3000 FORMAT(' Subtracted medium value :',G15.5) +C3000 FORMAT(' The medium value is:',E12.5,' Must I subtract ?' +C 1 '(Y/N)') +C READ(N5,3001) YN +C 3001 FORMAT(A) +C IF(YN.EQ.'Y'.OR.YN.EQ.'y') THEN + DO 20 I=1,N + 20 A(I)=A(I)-TOT +C WRITE(N6,4000) +C 4000 FORMAT(' Medium value subtracted.') + RETURN +C ELSE +C WRITE(N6,4400) +C 4400 FORMAT(' Medium value not subtracted.') +C RETURN +C ENDIF + END +C + FUNCTION NASKBUF(N5,N6,MAXBUF,NB,BUFTIT) +C ---------------------------------------------- +C ASK the user a buffer number +C ---------------------------------------------- + CHARACTER*(*) BUFTIT(MAXBUF) +C + NERR=0 + 10 WRITE(N6,1000)MAXBUF,(J,BUFTIT(J),J=1,NB) + 1000 FORMAT(' Enter the complex buffer number, max:',I2 + 1 /(1X,' buffer n.',I2,1X,A30) ) + READ(N5,*,ERR=500) A + NA=A + IF(NA.LE.MAXBUF.AND.NA.GT.0) THEN + NASKBUF=NA + ELSE ! if error givess 2 other chances then quit + 500 NERR=NERR+1 + IF(NERR.LE.3) THEN + WRITE(N6,2000) NERR,NA,MAXBUF + 2000 FORMAT(1X,I1,' INPUT ERROR ! ',I3,' is wrong !', + 1 ' give a number >0 and <= ',I3) + GOTO 10 + ELSE + WRITE(N6,3000) + 3000 FORMAT(' ERROR AGAIN! Command aborted') + NASKBUF=0 + ENDIF + ENDIF + RETURN + END +C + SUBROUTINE PARAB(X,PK,Y,DYDA,N) +C -------------------------------------------- +C Y=LN Y=LN D - 2(pi*enne*sigma/c)**2 *X**2 +C PK(1)= sigma/c , PK(2)= ln D +C -------------------------------------------- + DIMENSION PK(N),DYDA(N) + REAL*8 DLL + COMMON /GUESSPK/ENNE,DLL + PARAMETER PI=3.141592653589793 +C + Y= PK(2) -2.*(PI*X/ENNE*PK(1))**2 + DYDA(1)= -(PI*X/ENNE)**2 *4.*PK(1) + DYDA(2)= 1.0 +C + RETURN + END +C + SUBROUTINE PARABG(X,PK,Y,DYDA,N) +C -------------------------------------------- +C Y=LN Y=LN D - 2(pi*enne*sigma/c)**2 *X**2 +C PK(1)= sigma/c , PK(2)= ln D +C W2: weights +C -------------------------------------------- + DIMENSION PK(N),DYDA(N) + REAL*8 DLL + COMMON /GUESSPK/ENNE,DLL + PARAMETER (NPTMX=10000) + COMPLEX W1 + COMMON /WEIGHT/W(NPTMX),W1(NPTMX),W2(NPTMX) + PARAMETER PI=3.141592653589793 +C + K=X+ENNE/2+1 + Y=W2(K)+ PK(2) -2.*(PI*X/ENNE*PK(1))**2 + DYDA(1)= -(PI*X/ENNE)**2 *4.*PK(1) + DYDA(2)= 1.0 +C + RETURN + END +C + SUBROUTINE PLOTTA(N,P,X,Y,YC,XMAX,XMIN,YMAX,YMIN,VARNAME,KF) +C ----------------------------------------------------- +C This routine calls the old mongo subroutine +C to plot y(x) or y(p) if x hasn't a good scale +C x values must be in increasing order. (this is not tested here!) +C KF is a format specifier +C KF=0 Y(x) (if possible) +C KF=1 Y(p) (p=1,2,.....n - P is integer) +C KF=2 Y(P)(dots) superimposed to YC(P) (continuous line) +C KF=3 Y(P)(dotted line) superimposed to YC(P) (continuous line) +C KF=4 Y(P)(DOTS+dotted line) superimposed to YC(P) (continuous line) +C VARNAME a y label for the plot +C KFL=0 p on x axis +C KFL>=1 x on x axis +C ----------------------------------------------------- + COMMON/TAPE/ N5,N6,N7 + DIMENSION X(N),Y(N),P(N),YC(N) + CHARACTER*(*) VARNAME + CHARACTER*1 CHAR + CHARACTER*20 LABEL1 + CHARACTER*22 OUTLABEL + CHARACTER*80 OUTVARNAME ! to store varname // ends + CHARACTER*2 ENDS ! mongo's string terminator + DATA ENDS/'\e'/ +C + LOGICAL XTERM/.FALSE./ +C mongo common + COMMON/LN03/NUMDEV1 +C +C default pixel or x on x axis ( depending on KF ) + IF(KF.LE.0) THEN + KFL=0 + ELSE + KFL=1 + ENDIF +C + LVARNAME=LEN(VARNAME) ! length of varname + IF(LVARNAME.GT.78) LVARNAME=78 ! max 78 caratteri + OUTVARNAME=VARNAME(1:LVARNAME)//ENDS ! adding string terminator + LVARNAME=LVARNAME+2 ! Length of outvarname +C + N1=1 ! first value to plot + N2=N ! last value to plot + N2N1=N2-N1+1 ! number of values to plot +C +C tests and sets x-y limits + CALL PLOTLIM(N,P,X,Y,YC,N1,N2,KFL,KF,XMAX,XMIN,YMAX,YMIN) +C +C ............................. interactive usage loop + 20 CONTINUE + WRITE(N6,2001)XMIN,XMAX,YMIN,YMAX,X(1),N,X(N),N1,N2,KF + 2001 FORMAT(' Xmin-max,ymin-max:',4G15.6/ + 1 ' x(1)=',G15.6,' x(',I5,')=',G15.6, + 2 ' N1,N2,KF='3I5) + WRITE(N6,2000) + 2000 FORMAT(/' PLOTTING ROUTINE: Enter one of the following:'// + 1 ' Y : plotter on laser, V : on video,X:Xterm '/ + 2 ' C : to change plot limits, E : end'/ + 3 ' P : sets pixel on x axis L: lambda on axis'/ + 4 ' F : change format') + READ(N5,3000,ERR=500) CHAR + 3000 FORMAT(A) +C +C ................................... If xterminal set special option + IF(CHAR.EQ.'X'.OR.CHAR.EQ.'x') THEN + XTERM=.TRUE. + CHAR='V' + ELSE + XTERM=.FALSE. + ENDIF +C ............................... Change format for superimposed plots + IF(CHAR.EQ.'F'.OR.CHAR.EQ.'f') THEN + WRITE(N6,3100) KF + 3100 FORMAT(' Enter: 1: Y cont - 2: dots+cont - 3:dotted+cont -' + 1 ' 4: dot,dotted + cont. Now:',I5) + READ(N5,*,ERR=500) KKKFFF + IF(KKKFFF.GE.1.AND.KKKFFF.LE.4) KF=KKKFFF +C however, if you are plotting only y(x), asking here for two +C superimposed plots (KF>1) gives meaningless plot +C ................................ changing x,y limits + ELSE IF(CHAR.EQ.'C'.OR.CHAR.EQ.'c') THEN + WRITE(N6,4000) + 4000 FORMAT(' PLOTTING ROUTINE: Enter XMIN,XMAX,YMIN,YMAX ') + READ(N5,*,ERR=500) XXMIN,XXMAX,YMIN,YMAX + IF(XXMAX.GT.XXMIN) THEN + XMAX=XXMAX ! else old values retained + XMIN=XXMIN + ENDIF +C change n1 and n2 ( plot limits ) +C initial values + N1=1 + N2=N + IF(KFL.LE. 0) THEN ! for y(x) plot : kfl =0 + DO 40 I=1,N ! Looks for xmax,xmin + IF(X(I).GE.XMIN) THEN + N1=I + GOTO 400 + ENDIF + 40 CONTINUE + 400 CONTINUE + DO 41 I=N1,N + IF(X(I).GE.XMAX) THEN + N2=I + GOTO 401 + ENDIF + 41 CONTINUE + 401 CONTINUE + ELSE ! for y(p) plot : kf=1,2,3 + DO 42 I=1,N ! Looks for first and last pixel + IF(P(I).GE.XMIN) THEN + N1=I + GOTO 402 + ENDIF + 42 CONTINUE + 402 CONTINUE + DO 43 I=N1,N + IF(P(I).GE.XMAX) THEN + N2=I + GOTO 403 + ENDIF + 43 CONTINUE + 403 CONTINUE + ENDIF +C sets and tests x-y limits + CALL PLOTLIM(N,P,X,Y,YC,N1,N2,KFL,KF,XMAX,XMIN,YMAX,YMIN) +C + ELSE IF (CHAR.EQ.'P'.OR.CHAR.EQ.'p') THEN ! pixel plot + KFL=1 + XMIN=P(N1) + XMAX=P(N2) + ELSE IF (CHAR.EQ.'L'.OR.CHAR.EQ.'l') THEN ! x on x axis + KFL=0 + XMIN=X(N1) + XMAX=X(N2) +C sets and tests x-y limits + CALL PLOTLIM(N,P,X,Y,YC,N1,N2,KFL,KF,XMAX,XMIN,YMAX,YMIN) +C + ELSE IF(CHAR.EQ.'E'.OR.CHAR.EQ.'e') THEN + RETURN +C + ELSE IF(CHAR.EQ.'Y'.OR.CHAR.EQ.'y') THEN +C ............................... laser plotting +C This is a trick inserted in old Vista mongo by Giallongo +C and Held; it simulates with unit 2 a terminal tektronik device +C on which the plot is written, numdev1=13 is a flag to +C distinguish from a true tektronik terminal +C at the end fileplot prints plotln03.dat and resets numdev1 +C + WRITE(N6,5000) + 5000 FORMAT(' Enter a Label for the plot (max 20 char)') + READ(N5,3001,ERR=500) LABEL1 + 3001 FORMAT(A20) + OUTLABEL=LABEL1//ENDS ! add terminator string +C + OPEN(UNIT=2,NAME='PLOTLN03.DAT',STATUS='NEW', + 1 FORM='UNFORMATTED') +C + NUMDEV1=13 + CALL DEVICE(13) + CALL TSETUP +C CALL ERASE + CALL SETLIM(XMIN,YMIN,XMAX,YMAX) + CALL BOX(1,2) +C + N2N1=N2-N1+1 + IF(KF.LE.1) THEN ! Y(X) or Y9p) + IF(KFL.LE.0) THEN + CALL CONNECT(X(N1),Y(N1),N2N1) + ELSE + CALL CONNECT(P(N1),Y(N1),N2N1) + ENDIF + ELSE IF (KF.EQ.2) THEN + STILE=61.5 ! 2 = punti , 61=asterischi a 6 punte + IF(KFL.GT.0) THEN + CALL POINTS(STILE,1,P(N1),Y(N1),N2N1) + CALL CONNECT(P(N1),YC(N1),N2N1) + ELSE + CALL POINTS(STILE,1,X(N1),Y(N1),N2N1) + CALL CONNECT(X(N1),YC(N1),N2N1) + ENDIF + ELSE IF (KF.EQ.3) THEN + CALL SETLTYPE(1) + IF(KFL.GT.0) THEN + CALL CONNECT(P(N1),Y(N1),N2N1) + CALL SETLTYPE(0) + CALL CONNECT(P(N1),YC(N1),N2N1) + ELSE + CALL CONNECT(X(N1),Y(N1),N2N1) + CALL SETLTYPE(0) + CALL CONNECT(X(N1),YC(N1),N2N1) + ENDIF + ELSE IF (KF.EQ.4) THEN + STILE=61.5 ! 2 = punti , 61=asterischi a 6 punte + IF(KFL.GT.0) THEN + CALL POINTS(STILE,1,P(N1),Y(N1),N2N1) + CALL SETLTYPE(1) + CALL CONNECT(P(N1),Y(N1),N2N1) + CALL SETLTYPE(0) + CALL SETLWEIGHT(2) + CALL CONNECT(P(N1),YC(N1),N2N1) + ELSE + CALL POINTS(STILE,1,X(N1),Y(N1),N2N1) + CALL SETLTYPE(1) + CALL CONNECT(X(N1),Y(N1),N2N1) + CALL SETLTYPE(0) + CALL SETLWEIGHT(2) + CALL CONNECT(X(N1),YC(N1),N2N1) + ENDIF + CALL SETLWEIGHT(1) + ENDIF + N22=22 + CALL YLABEL(LVARNAME,OUTVARNAME) + CALL XLABEL(N22,OUTLABEL) + CALL GRELOCATE(0.,0.) ! cerco di evitae scarabbocchi + CALL LABEL(1,' \e') + CALL GRELOCATE(0.,0.) + CALL LABEL(1,'. \e ') + + NVEC=FILEPLOT(0) ! this submits the plot to laser + WRITE(N6,8000) + 8000 FORMAT(' PLOT SUBMITTED, enter options for a new plot ..') +C + ELSE IF(CHAR.EQ.'V'.OR.CHAR.EQ.'v') THEN +C ............... plot on a vt220 type device + IF(XTERM) THEN + CALL DEVICE(12) + ELSE + CALL DEVICE(2) + ENDIF + CALL TSETUP + CALL ERASE + CALL SETLIM(XMIN,YMIN,XMAX,YMAX) + CALL BOX(1,2) + N2N1=N2-N1+1 + IF(KF.LE.1) THEN + IF(KFL.LE.0) THEN + CALL CONNECT(X(N1),Y(N1),N2N1) + ELSE + CALL CONNECT(P(N1),Y(N1),N2N1) + ENDIF + ELSE IF (KF.EQ.2) THEN + STILE=2. + IF(KFL.GT.0) THEN + CALL POINTS(STILE,1,P(N1),Y(N1),N2N1) + CALL CONNECT(P(N1),YC(N1),N2N1) + ELSE + CALL POINTS(STILE,1,X(N1),Y(N1),N2N1) + CALL CONNECT(X(N1),YC(N1),N2N1) + ENDIF + ELSE IF (KF.EQ.3) THEN + IF(KFL.GT.0) THEN + CALL SETLTYPE(1) + CALL CONNECT(P(N1),Y(N1),N2N1) + CALL SETLTYPE(0) + CALL CONNECT(P(N1),YC(N1),N2N1) + ELSE + CALL SETLTYPE(1) + CALL CONNECT(X(N1),Y(N1),N2N1) + CALL SETLTYPE(0) + CALL CONNECT(X(N1),YC(N1),N2N1) + ENDIF + ELSE IF (KF.EQ.4) THEN + CALL SETLTYPE(1) + IF(KFL.GT.0) THEN + CALL CONNECT(P(N1),Y(N1),N2N1) + CALL SETLTYPE(0) + CALL SETLWEIGHT(2) + CALL CONNECT(P(N1),YC(N1),N2N1) + ELSE + CALL CONNECT(X(N1),Y(N1),N2N1) + CALL SETLTYPE(0) + CALL SETLWEIGHT(2) + CALL CONNECT(X(N1),YC(N1),N2N1) + ENDIF + CALL SETLWEIGHT(1) + ENDIF + CALL YLABEL(LVARNAME,OUTVARNAME) + CALL TIDLE + READ(N5,3000,ERR=500) CHAR +C + ELSE + WRITE(N6,8800) CHAR + 8800 FORMAT(' Unrecognized command: ',A5,' reenter.') + ENDIF + GOTO 20 +C + 500 CONTINUE + WRITE(N6,9000) + 9000 FORMAT(' PLOTTING ROUTINE: ERROR DURING READ ! ') + GOTO 20 + END +C + SUBROUTINE PLOTLIM(N,P,X,Y,YC,N1,N2,KF,KF1,XMAX,XMIN,YMAX,YMIN) +C --------------------------------------------------------- +C used by subroutine plot to test and set x-y limits +C KF=0 => Y(X) ; KF=1 => Y(P) +C KF1 > 1 => Y(X) + YC(X) +C --------------------------------------------------------- + COMMON/TAPE/N5,N6,N7 + DIMENSION P(N),X(N),Y(N),YC(N) +C +C ............... Trying to set good x limits (fra N1,N2) + IF(XMAX.LE.XMIN.AND.KF.LE.0) THEN ! y(x) , per kf=0 + WRITE(N6,900) XMAX,XMIN + 900 FORMAT(' Searching for good x limits, now:',2G15.4) + XMIN=X(N1) + XMAX=X(N2) + ENDIF +C If x limits can't be set then use y(pixel number) + IF(XMAX.LE.XMIN) THEN ! y(p) , per kf=1,2 o bad x,y lim + IF(KF.LE.1) KF=1 + XMIN=P(N1) + XMAX=P(N2) + ENDIF +C ...................... y limits + IF(YMAX.LE.YMIN) THEN + WRITE(N6,910) YMAX,YMIN + 910 FORMAT(' Searching for good y limits, now:',2G15.4) + YMAX=Y(N1) + YMIN=Y(N1) + DO 20 I=N1+1,N2 + IF(Y(I).LT.YMIN) YMIN=Y(I) + IF(Y(I).GT.YMAX) YMAX=Y(I) + IF(KF1.GT.1) THEN + IF(YC(I).LT.YMIN) YMIN=YC(I) + IF(YC(I).GT.YMAX) YMAX=YC(I) + ENDIF + 20 CONTINUE + IF(YMAX.LE.YMIN) THEN + YMAX=YMIN+1. ! for constant data stream + YMIN=YMIN-1. + ENDIF + ENDIF + RETURN + END +C + SUBROUTINE POLY(X,A,MFIT) +C ---------------------------- +C Polinomium terms +C ---------------------------- + DIMENSION A(MFIT) + A(1)=1. + DO 10 I=2,MFIT + 10 A(I)=A(I-1)*X + RETURN + END +C + SUBROUTINE POWER(F,P,N) +C -------------------------------------------------------- +C Power spectrum of a complex vector +C -------------------------------------------------------- + COMPLEX F(N) + DIMENSION P(N) +C + DO 10 I=1,N + P(I)=F(I)*CONJG(F(I)) + 10 CONTINUE + RETURN + END +C + SUBROUTINE PRINTA(AL,A,N) +C ----------------------------------------------------- +C Writes a spectrum to a file to be read by a plotting routine +C ----------------------------------------------------- + COMMON/TAPE/ N5,N6,N7 +C + DIMENSION AL(N),A(N) + CHARACTER*20 OUTFILE + CHARACTER*80 TITOLO +C + WRITE(N6,2000) + 2000 FORMAT(' Enter output file name') + READ(N5,1100) OUTFILE + 1100 FORMAT(A20) + OPEN(UNIT=11,FILE=OUTFILE,STATUS='NEW',FORM='FORMATTED') +C + DO 10 I=1,3 + WRITE(N6,2200) + 2200 FORMAT(' Enter a title line') + READ(N5,1200) TITOLO + 1200 FORMAT(A80) + 10 WRITE(11,1200) TITOLO +C + WRITE(11,3000) (I,AL(I),A(I),I=1,N) + 3000 FORMAT(1X,I6,1X,E20.13,1X,E20.13) +C + WRITE(N6,3500) N,OUTFILE + 3500 FORMAT(1X,I5,'+3 lines written to file:',A20) + CLOSE(UNIT=11) + RETURN + END +C + SUBROUTINE PRINTC(A,N) +C ----------------------------------------------------- +C Writes a complex vector into a file for plotting +C ----------------------------------------------------- + COMMON/TAPE/ N5,N6,N7 +C + COMPLEX A(N) + CHARACTER*20 OUTFILE + CHARACTER*80 TITOLO +C + WRITE(N6,2000) + 2000 FORMAT(' Enter output file name') + READ(N5,1100) OUTFILE + 1100 FORMAT(A20) + OPEN(UNIT=11,FILE=OUTFILE,STATUS='NEW',FORM='FORMATTED') +C + DO 10 I=1,3 + WRITE(N6,2200) + 2200 FORMAT(' Enter a title line') + READ(N5,1200) TITOLO + 1200 FORMAT(A80) + 10 WRITE(11,1200) TITOLO +C + WRITE(11,3000) (I,A(I),I=1,N) + 3000 FORMAT(1X,I6,1X,E20.13,1X,E20.13) +C + WRITE(N6,3500) N,OUTFILE + 3500 FORMAT(1X,I5,'+3 lines written to file:',A20) + CLOSE(UNIT=11) + RETURN + END +C + SUBROUTINE PRINTF(FT,FS,FG,N) +C ----------------------------------------------------- +C Writes the transforms to a file to be read by a plotting routine +C ----------------------------------------------------- + COMMON/TAPE/ N5,N6,N7 +C + COMPLEX FS(N),FT(N),FG(N) + CHARACTER*20 OUTFILE + CHARACTER*80 TITOLO +C + WRITE(N6,2000) + 2000 FORMAT(' Enter output file name') + READ(N5,1100) OUTFILE + 1100 FORMAT(A20) + OPEN(UNIT=11,FILE=OUTFILE,STATUS='NEW',FORM='FORMATTED') +C + DO 10 I=1,3 + WRITE(N6,2200) + 2200 FORMAT(' Enter a title line') + READ(N5,1200) TITOLO + 1200 FORMAT(A80) + 10 WRITE(11,1200) TITOLO +C + WRITE(11,3000) (I,FT(I),FS(I),FG(I),I=1,N) + 3000 FORMAT(1X,I5,1X,6E16.8) +C + WRITE(N6,3500) N,OUTFILE + 3500 FORMAT(1X,I5,'+3 lines written to file:',A20) + CLOSE(UNIT=11) + RETURN + END +C + SUBROUTINE PRINTP(AL,A,B,C,N) +C ------------------------------------------------------------------- +C Writes four real vectors into a file for a plotting routine +C Used to plot the power spectra. +C ------------------------------------------------------------------- + COMMON/TAPE/ N5,N6,N7 +C + DIMENSION AL(N),A(N),B(N),C(N) + CHARACTER*20 OUTFILE + CHARACTER*80 TITOLO +C + WRITE(N6,2000) + 2000 FORMAT(' Enter output file name') + READ(N5,1100) OUTFILE + 1100 FORMAT(A20) + OPEN(UNIT=11,FILE=OUTFILE,STATUS='NEW',FORM='FORMATTED') +C + DO 10 I=1,3 + WRITE(N6,2200) + 2200 FORMAT(' Enter a title line') + READ(N5,1200) TITOLO + 1200 FORMAT(A80) + 10 WRITE(11,1200) TITOLO +C + WRITE(11,3000) (I,AL(I),A(I),B(I),C(I),I=1,N) + 3000 FORMAT(1X,I6,1X,E20.13,1X,E20.13,1X,E20.13,1X,E20.13) +C + WRITE(N6,3500) N,OUTFILE + 3500 FORMAT(1X,I5,'+3 lines written to file:',A20) + CLOSE(UNIT=11) + RETURN + END +C + SUBROUTINE RED(TL0,T0,TL,T,N) +C ------------------------------------------------------------ +C RED shift the spectra by a given number of points +C ------------------------------------------------------------ + COMMON/TAPE/ N5,N6,N7 + DIMENSION TL0(N),T0(N),TL(N),T(N) + CHARACTER*1 YN +C + 10 CONTINUE + WRITE(N6,1000) + 1000 FORMAT(' Enter the number of poit (>0 redshift,0=quit)') + READ(N5,*) NZ + IF(NZ.EQ.0) RETURN + IF (NZ.GT.0) THEN + DO 20 I=N-NZ,1,-1 + T(I+NZ)=T0(I) + 20 CONTINUE + DO 25 I=1,NZ + 25 T(I)=0.0 + ELSE + DO 30 I=-NZ+1,N ! -nz being nz<0 + 30 T(I+NZ)=T0(I) ! +nz being nz<0 + DO 35 I=N+NZ+1,N + 35 T(I)=0.0 + ENDIF +C +C WRITE(N6,2000) +C 2000 FORMAT(' Do you want to print the shifted spectrum?' +C 1 '(Y/N)') +C READ(N5,2001) YN +C 2001 FORMAT(A) +C IF(YN.EQ.'Y'.OR.YN.EQ.'y') CALL PRINTA(TL,T,N) +C WRITE(N6,3000) +C 3000 FORMAT(' Are you satisfied with this shift?' +C 1 '(Y/N)') +C READ(N5,2001) YN +C IF(YN.EQ.'Y'.OR.YN.EQ.'y') GOTO 500 +C +C GOTO 10 +C + 500 CONTINUE + DO 50 I=1,N + T0(I)=T(I) + 50 CONTINUE + RETURN + END +C + SUBROUTINE REDSHIFT(TL0,T0,TL,T,N,K,ZETA,PXL) +C ----------------------------------------------------------- +C Red shift (or blue shift) the spectrum by a non integer number +C of points interpolating with a K-1 order pol. or Wittaker sinc. +C TL0: lambda values, are unchanged and all the interpolation +C is performed using the pixel number as independent variable +C +C The lambda scale is supposed to be a logaritmic one. +C This is not circular: the point going over N are lost, new +C ones are 0.0 +C --------------------------------------------------------- + COMMON/TAPE/ N5,N6,N7 +C + DIMENSION TL0(N),T0(N),TL(N),T(N),PXL(N) + CHARACTER*1 YN +C + 10 IF(K.GT.N.OR.K.LT.0) THEN + WRITE(N6,1000) K-1 + 1000 FORMAT(' Enter interp.pol.ord. now:',I5, + 1 ' (-1=sinc (doesn''t work)') + READ(N5,*,ERR=10) K + K=K+1 + GOTO 10 + ENDIF +C + ERROR=0.0 + TERROR=0.0 +C If this spectrum has't a lambda scale builds it + KSCAL=0 + CALL LEGGESCAL(TL0,N,KSCAL) +C + IF(ZETA.NE.0.) THEN + ZETAKM=299792.458*((TL0(2)/TL0(1))**ZETA-1.) + ELSE + 20 CONTINUE + WRITE(N6,1900) + 1900 FORMAT(' Enter v: km/sec ( 0 to give v in pixel)') + READ(N5,*,ERR=20) ZETAKM +C + IF(ZETAKM.NE.0.0) THEN + ZETA=LOG(ZETAKM/299792.458+1.)/LOG(TL0(2)/TL0(1)) + ELSE + WRITE(N6,2000) + 2000 FORMAT(' Enter the number of poit (>0 redshift,0=quit)') + READ(N5,*,ERR=20) ZETA + IF(ZETA.EQ.0.) RETURN + ZETAKM=299792.458*((TL0(2)/TL0(1))**ZETA-1.) + ENDIF + ENDIF + PIXKM=ZETAKM/ZETA + WRITE(N6,2100) ZETAKM,ZETA,PIXKM + 2100 FORMAT(' V(Km/sec):',G12.5,' pixel shift:',G12.5, + 1 ' Km/sec/pixel:',G12.5) +C +C integer shifting + NZ=INT(ZETA) + WRITE(N6,2110) NZ + 2110 FORMAT(' shifting by integre part, points:',I5) + IF (NZ.GT.0) THEN + DO 23 I=N-NZ,1,-1 + T(I+NZ)=T0(I) + 23 CONTINUE + DO 25 I=1,NZ + 25 T(I)=0.0 + ELSE ! Note: to fill T this holds also for nz=0 + DO 30 I=-NZ+1,N ! -nz being nz<0 + 30 T(I+NZ)=T0(I) ! +nz being nz<0 + DO 35 I=N+NZ+1,N ! +nz being nz<0 + 35 T(I)=0.0 + ENDIF +C +C shift , interpolating, by the frac. part of zeta + ZFRAC=ZETA-NZ + IF(ZFRAC.EQ.0.) THEN ! set T0 and returns + DO 39 I=1,N + 39 T0(I)=T(I) + GOTO 500 + ENDIF + WRITE(N6,2120) ZFRAC + 2120 FORMAT(' Shifting by the fractional part:',G12.4) +C Pixel values in which Z must be computed + DO 40 I=1,N + TL(I)=PXL(I)-ZFRAC + 40 CONTINUE +C + IF(K.GT.0) THEN ! POLINOMIAL INTERPOLATION ................... +C +C First,last and central point for interpolation + I1=1 + I2=K + IC=K/2+1 + IF(IC.LT.1) IC=1 + DO 50 I=1,N +C If passed over TL(ic) change point for interpolation + 55 IF(PXL(I).GT.TL(IC).AND.I2.LT.N) THEN + IC=IC+1 + I1=I1+1 + I2=I2+1 + GOTO 55 + ENDIF +C Interpolated value at TL0(I) + CALL POLINT(PXL(I1),T(I1),K,TL(I),T0(I),ERR) +C + IF(T0(I).NE.0.0) ERR=ERR/T0(I)*100. + IF(ERR.GT.ERROR) ERROR=ERR + TERROR=TERROR+ERR + 50 CONTINUE +C + TERROR=TERROR/N + WRITE(N6,3000) N,K,ZETA,K-1,K-2,TERROR,ERROR + 3000 FORMAT(' Data :',I5,' int.pol.order:',I5,' zeta:',G12.5/ + 1 ' Medium and maximum % interpolation error:'/ + 2 ' ( % difference between polinomial of order ', + 3 I3,' and ',I3,' )'/ + 4 G12.5,1x,G12.5) +C + ELSE ! WITTAKER SINC INTERP ...... +C +C IF(SINCERR.LE.0) THEN +C WRITE(N6,2000) +C 2000 FORMAT(' Enter 1/error in sinc interpolation') +C READ(N5,*)SINCERR +C IF(SINCERR.LE.0.0) SINCERR=1000000. +C ENDIF +C + DO 60 I=1,N + T0(I)=WITT(T,PXL,TL(I),N,TSCALE) +C T0(I)=WITTC(T,PXL,TL(I),N,TSCALE,SINCERR) + 60 CONTINUE +C + WRITE(N6,2500) N,SINCERR + 2500 FORMAT(1X,I5,' values obtained by sinc interp., error:',G15.5) + ENDIF ! IF ON POLY. OR SINC .................. +C + 500 CONTINUE + WRITE(N6,5000) ZETA + 5000 FORMAT(' Spectrum shifted by',G15.5,' points') + RETURN + END +C + SUBROUTINE RIGHT(TL,T,N) +C ----------------------------------------------------------- +C The spectrum is right adjusted +C ----------------------------------------------------------- + DIMENSION TL(N),T(N) +C +C Find the last non zero point + DO 10 I=N,1,-1 + IF(T(I).NE.0.0) GO TO 100 + 10 CONTINUE + RETURN + 100 N=I + RETURN + END +C + SUBROUTINE RUNMC(N,N1,N2,NK,SIG,MAXITER,A) +C ---------------------------------------------------------- +C Cuts peaks in the fourier transform, between N1,n2 +C Peaks with abs over the mean value by more than sig*stand.dev +C are substituted by the mean (the exceeding point excluded) +C performed over Nk/2 point on the left and nk/2 on the right +C of the point. The transform is supposed periodic. +C The procedure is iterated maxiter times +C ----------------------------------------------------------- + COMMON /TAPE/ N5,N6,N7 + COMPLEX A(N) + COMPLEX SUM,SUM2,SAI +C + ITER=0 +C + 1 CONTINUE + NK2=NK/2 + INF=N1-NK2 + ISUP=N1+NK2 + NUM=ISUP-INF + SUM=0. + SUM2=0. +C +C Initial value for the running mean (value for N1) + DO 10 I=INF,ISUP + II=I + IF(II.LT.1) II=I+N + IF(II.GT.N) II=I-N + SUM=SUM+A(II) + SUM2=SUM2+A(II)*CONJG(A(II)) + 10 CONTINUE + SUM=SUM/NUM + SUM2=SUM2/NUM +C + K=0 ! num of changed values +C +C running mean + K1=INF ! initial upper and lover bound for the running mean + K2=ISUP + IF(K1.GT.N) K1=K1-N ! adjusts boundary to simulate + IF(K1.LT.1) K1=K1+N ! periodic data stream + IF(K2.GT.N) K2=K1-N + IF(K2.LT.1) K2=K2+N +C + DO 20 I=N1,N2 +C + SAI=SUM-A(I)/NUM ! average excluded current point a(i) + AMEDABS=ABS(SAI) + AQMED=REAL(SUM2-A(I)*CONJG(A(I))/NUM) ! media di a**2 escluso a(i) + AMEDQ=AMEDABS**2 ! ( a medio)**2 + SIGMA=SQRT(ABS(AQMED-AMEDQ)) ! sigma**2=a**2medio-amedio**2 +C + IF(ABS( ABS(A(I))-AMEDABS ) .GT. SIG*SIGMA) THEN + K=K+1 + A(I)=SAI + ENDIF +C shift the running mean by one (for next point) + SUM=SUM+ ( A(K2)-A(K1) )/NUM + SUM2=SUM2+ ( A(K2)*CONJG(A(K2))-A(K1)*CONJG(A(K1)) )/NUM + K1=K1+1 + IF(K1.GT.N) K1=K1-N + K2=K2+1 + IF(K2.GT.N) K2=K2-N +C + 20 CONTINUE +C + ITER=ITER+1 + WRITE(N6,1000) ITER,K + 1000 FORMAT(' Iteration:',I5,' substituded:',I5,' points') + IF(K.GT.0.AND.ITER.LT.MAXITER) GOTO 1 +C + RETURN + END +C + SUBROUTINE RUNMC1(NSTEP,N,N1,N2,A,B) +C --------------------------------------------------------- +C B=running mean of A(N) from N1 to N2, window width: NSTEP +C A is supposed circular: i.e.:A(N+1)=A(1);A(0)=A(N) etc. +C nstep is forced to be odd +C --------------------------------------------------------- + COMMON/TAPE/ N5,N6,N7 + DIMENSION A(N),B(N) +C + IF(NSTEP.LE.0) NSTEP=1 + IF(MOD(NSTEP,2).EQ.0) NSTEP=NSTEP+1 + IF(N1.GT.N2.OR.N2.GT.N.OR.NSTEP.GT.N.OR.N1.LE.0) THEN + WRITE(N6,1000) N1,N2,N,NSTEP + 1000 FORMAT(' ERROR IN ROUTINE RUNMC1 !, mean skipped.'/ + 1 ' parameters: n1,n2,n,nstep=',4I5) + RETURN + ENDIF +C + B(N1)=0.0 + DO 10 I=1,NSTEP + K=N1-(NSTEP/2)+I-1 ! remember:if nstep odd => + IF(K.LE.0) K=K+N ! => -nstep/2+nstep=nstep/2+1 + IF(K.GT.N) K=MOD(K,N) ! ( the division is truncated ) + B(N1)=B(N1)+A(K) + 10 CONTINUE +C + DO 20 I=N1+1,N2 + K=I-1 - (NSTEP/2) ! element to subtract + IF(K.LE.0) K=K+N + KK=I + (NSTEP/2) ! element to add + IF(KK.GT.N) KK=MOD(KK,N) + B(I)=B(I-1)-A(K)+A(KK) + 20 CONTINUE +C Normalizing + DO 30 I=N1,N2 + 30 B(I)=B(I)/NSTEP +C + WRITE(N6,2000) N1,N2,NSTEP,N + 2000 FORMAT(' Computed running mean between:',I5,' and ',I5, + 1 ' window:',I5,' tot. dimension:',I5) +C + RETURN + END +C + SUBROUTINE SEGMENT(TL0,T0,TL,T,NT,SL0,S0,SL,S,NS, + 1 FT,FS,FG,ANTI,NMAX,NEWN,PXL) +C --------------------------------------------------------- +C Divides galaxy and template in a given number of segments, +C subtracts the continuum from each segment, trensform, +C divide and averages the division. All to reduce the noise +C ---------------------------------------------------------- + COMMON/TAPE/ N5,N6,N7 + DIMENSION TL0(NT),T0(NT),TL(NT),T(NT),PXL(NT) + DIMENSION SL0(NS),S0(NS),SL(NS),S(NS) + COMPLEX FT(NMAX),FS(NMAX),FG(NMAX),ANTI(NMAX) + CHARACTER*1 YN +C + 10 WRITE(N6,1000)NT,NS + 1000 FORMAT(' Template and galaxy are dimensioned:',I5,1X,I5/ + 1 ' Enter the number of intervals (<=0 = Exit)') + READ(N5,*) NSEG + IF(NSEG.LE.0) RETURN +C + WRITE(N6,1300) + 1300 FORMAT(' Enter the polinomium order for continuum subtraction') + READ(N5,*) NKPL +C +C If the template and the galaxy spectra are diffenent +C in dimensions, the smaller is extended with zeroes +C + IF(NT.LT.NS) THEN + WRITE(N6,1100) NT,NS + DO 11 I=NT+1,NS + 11 T(I)=0.0 +C + ELSE IF(NT.GT.NS) THEN + WRITE(N6,1100) NT,NS + DO 12 I=NS+1,NT + 12 S(I)=0.0 + 1100 FORMAT(' !!!WARNING, Template and Galaxy have a different' + 1 ' number of points: ',I5,1X,I5/' The smaller has ' + 2 ' been enlarged, filling with zeroes') + ENDIF +C +C The data below NSEG*NN are not used + NTS=MAX(NT,NS) + NEACH=NTS/NSEG + NN1=NEACH*NSEG + IF(NN1.NE.NTS) WRITE(N6,1200) NTS-NN1 + 1200 FORMAT(' Last ',I5,' data will be ignored.') + NTS=NN1 +C + DO 20 I=1,NEACH + 20 FG(I)=CMPLX(0.,0.) +C +C The following loop is on segmants NSEG +C + DO 30 NSTEP=1,NSEG + N1=(NSTEP-1)*NEACH+1 +C + DO 35 I=1,NEACH + T(I)=T0(N1+I-1) + TL(I)=TL0(N1+I-1) + 35 S(I)=S0(N1+I-1) +C +C subtract the continuum (SL is used as a working array) +C with NKPL=-1 contin prompts for plot +C with NKPL=0 contin uses the defaults +C + NKPL1=0 + CALL CONTIN(TL(N1),T(N1),SL,NEACH,NKPL,NKPL1,PXL(N1),T(N1)) + CALL CONTIN(TL(N1),S(N1),SL,NEACH,NKPL,NKPL1,PXL(N1),S(N1)) +C + 30 CONTINUE +C The following loop is on segmants NSEG +C SL AND TL ARE USED AS WORKING ARRAY +C + DO 31 NSTEP=1,NSEG + N1=(NSTEP-1)*NEACH+1 + +C fourier transform + DO 36 I=1,NEACH + TL(I)=T(I+N1-1) + 36 SL(I)=S(I+N1-1) +C + CALL TRASF(TL,NEACH,SL,NEACH,NMAX,FT,FS,NEWN) +C +C Divides +C + DO 40 I=1,NEWN + FG(I)=FG(I)+FS(I)/FT(I) + 40 CONTINUE +C +C data saved for check +C NANTI=(NSTEP-1)*NEWN +C DO 44 I=1,NEWN +C 44 ANTI(NANTI+I)=FS(I)/FT(I) +C + 31 CONTINUE +C +C plot for check +C WRITE(N6,4000) +C4000 FORMAT(' Do you want to plot the ratio for each segment? ' +C 1 '(''Y''/''N'')') +C READ(N5,*) YN +C IF(YN.EQ.'Y'.OR.YN.EQ.'y') CALL PRINTC(ANTI,NEWN*NSEG) +C +C + END +C + SUBROUTINE SEGMENT1(TL0,T0,TL,T,NT,SL0,S0,SL,S,NS, + 1 FT,FS,FG,ANTI,NMAX,NEWN,PXL) +C --------------------------------------------------------- +C Same as SEGMENT, but stores some data otherwise lost. +C Divides galaxy and template in a given number of segments, +C subtracts the continuum from each segment, trensform, +C divide and averages the division. All to reduce the noise +C ---------------------------------------------------------- + COMMON/TAPE/ N5,N6,N7 + DIMENSION TL0(NT),T0(NT),TL(NT),T(NT),PXL(NT) + DIMENSION SL0(NS),S0(NS),SL(NS),S(NS) + COMPLEX FT(NMAX),FS(NMAX),FG(NMAX),ANTI(NMAX),FNORM + CHARACTER*1 YN +C + 10 WRITE(N6,1000)NT,NS + 1000 FORMAT(' Template and galaxy are dimensioned:',I5,1X,I5/ + 1 ' Enter the number of intervals (<=0 = Exit)') + READ(N5,*) NSEG + IF(NSEG.LE.0) RETURN +C + WRITE(N6,1300) + 1300 FORMAT(' Enter the polinomium order for continuum subtraction') + READ(N5,*) NKPL +C +C If the template and the galaxy spectra are diffenent +C in dimensions, the smaller is extended with zeroes +C + IF(NT.LT.NS) THEN + WRITE(N6,1100) NT,NS + DO 11 I=NT+1,NS + 11 T(I)=0.0 +C + ELSE IF(NT.GT.NS) THEN + WRITE(N6,1100) NT,NS + DO 12 I=NS+1,NT + 12 S(I)=0.0 + 1100 FORMAT(' !!!WARNING, Template and Galaxy have a different' + 1 ' number of points: ',I5,1X,I5/' The smaller has ' + 2 ' been enlarged, filling with zeroes') + ENDIF +C +C The data below NSEG*NN are not used + NTS=MAX(NT,NS) + NEACH=NTS/NSEG + NN1=NEACH*NSEG + IF(NN1.NE.NTS) WRITE(N6,1200) NTS-NN1 + 1200 FORMAT(' Last ',I5,' data will be ignored.') + NTS=NN1 +C +C DO 20 I=1,NEACH +C 20 FG(I)=CMPLX(0.,0.) +C +C Stores data into T,S,and TL, S0,T0,TL0 are not changed + DO 35 I=1,NTS + T(I)=T0(I) + TL(I)=TL0(I) + 35 S(I)=S0(I) +C +C +C ..................... PIECEWISE CONTINUUM SUBTRACTION +C The following loop is on segmants NSEG ........................ +C + DO 30 NSTEP=1,NSEG + N1=(NSTEP-1)*NEACH+1 +C +C subtract the continuum (SL is used as a working array) +C with NKPL=-1 contin prompts for plot +C with NKPL=0 contin uses the defaults +C + NKPL1=0 + CALL CONTIN(TL(N1),T(N1),SL(N1),NEACH,NKPL,NKPL1,PXL(N1),T(N1)) + CALL CONTIN(TL(N1),S(N1),SL(N1),NEACH,NKPL,NKPL1,PXL(N1),S(N1)) +C + 30 CONTINUE +C .................................................. +C +C plot for check +C WRITE(N6,4000) +C 4000 FORMAT(' Do you want to print the piecewise continuum', +C 1 ' subtracted spectra? (Y/N)') +C READ(N5,4011) YN + 4011 FORMAT(A) +C IF(YN.EQ.'Y'.OR.YN.EQ.'y') THEN +C WRITE(N6,4001) +C 4001 FORMAT(' Writing TEMPLATE..') +C CALL PRINTA(TL,T,NTS) +C WRITE(N6,4002) +C 4002 FORMAT(' Writing GALAXY..') +C CALL PRINTA(TL,S,NTS) +C ENDIF +C +C NEWN1 is the first point of each segment in FT,FS + NEWN1=1 +C FOURIER TRANSFORM FOR EACH SEGMENT +C The following loop is on segmants NSEG ........................ +C + DO 31 NSTEP=1,NSEG + N1=(NSTEP-1)*NEACH+1 +C +C fourier transform +C SL and TL are used by transf as working arrays + DO 36 I=1,NEACH + TL(I)=T(N1-1+I) + 36 SL(I)=S(N1-1+I) +C + CALL TRASF(TL,NEACH,SL,NEACH,NMAX,FT(NEWN1),FS(NEWN1),NEWN) +C + NEWN1=NEWN1+NEWN + IF(NEWN1.GT.NMAX) WRITE(N6,1250) NEWN1 + 1250 FORMAT(' ERROR! NMAX must be greater than',I10) + IF(MOD(NEWN1-1,NEWN).NE.0.AND.NSTEP.GT.1) WRITE(N6,1255) + 1255 FORMAT(' ERROR! Not the same fourier dimension in each step!') +C + 31 CONTINUE +C .......................................... +C + NEWN1=NEWN*NSEG +C +C For each value of each segment divides + DO 50 I=1,NEWN1 + 50 FG(I)=FS(I)/FT(I) +C + WRITE(N6,4005) + 4005 FORMAT(' Do you want to average the transforms of the', + 1 ' different segments? (Y/N)') + READ(N5,4011) YN + IF(YN.EQ.'Y'.OR.YN.EQ.'y') THEN + ANORM=1./NSEG + FNORM=CMPLX(ANORM) + DO 60 I=1,NEWN + DO 60 J=2,NSEG + FT(I)=FT(I)+FT((J-1)*NEWN+I)*ANORM + FS(I)=FS(I)+FS((J-1)*NEWN+I)*ANORM + 60 CONTINUE +C recomputes: FG here the division of the mean not mean of division + DO 65 I=1,NEWN + 65 FG(I)=FS(I)/FT(I) + ELSE +C here each segment contain its transf. and division + NEWN=NEWN1 + ENDIF +C + RETURN +C + END +C + SUBROUTINE SET(AL0,A0,A,NI,NP1,NP2,VALUE,PXL) +C ------------------------------------------------------ +C This routine applies set a range of the spectrum to a given +C value. If 0 RESET + 9 A(I)=A0(I) +C + 10 WRITE(N6,1000) + WRITE(N6,5000) + 1000 FORMAT(' N:set by number,L: by lambda,Q :quit ,E: OK exit') + 5000 FORMAT(' P: plot , S: print, R:reset, T:type, D:define npt', + 1 ' A: def.lam.scale') + READ(N5,5001,ERR=500) YN + 5001 FORMAT(A) + IF ( YN.EQ.'Q'.OR.YN.EQ.'q') THEN ! =======> RETURN + RETURN + ELSE IF( YN.EQ.'R'.OR.YN.EQ.'r') THEN ! =======> RESET + GOTO 90 + ELSE IF( YN.EQ.'E'.OR.YN.EQ.'e') THEN ! =======> QUIT + DO 20 I=1,NI + 20 A0(I)=A(I) + RETURN + ELSE IF( YN.EQ.'D'.OR.YN.EQ.'d') THEN ! =======> SET N + WRITE(N6,2001) NI + 2001 FORMAT(' Enter the number of data, now:',I6) + READ(N5,*,ERR=500) NI + ELSE IF( YN.EQ.'A'.OR.YN.EQ.'a') THEN ! =======> LAM SCALE + KSCAL=1 + CALL LEGGESCAL(AL0,NI,KSCAL) + ELSE IF( YN.EQ.'T'.OR.YN.EQ.'t') THEN ! =======> TYPE + WRITE(N6,2005)NI + 2005 FORMAT(' Enter first, last point NUM. to type', + 1 ' (MAX:',I6,' ) ' ) + READ(N5,*,ERR=500) NP1,NP2 + IF(NP1.LE.0.OR.NP2.GT.NI.OR.NP1.GT.NP2) GOTO 500 + WRITE(N6,2010) (J,AL0(J),A0(J),A(J),J=NP1,NP2) + 2010 FORMAT(1X,I6,2G20.10,' ==> ',G20.10) + ELSE IF( YN.EQ.'N'.OR.YN.EQ.'n') THEN ! =======> SET BY NUMBER + WRITE(N6,2000)NI + 2000 FORMAT(' Enter first, last point NUM. to be set', + 1 ' (MAX:',I6,' ) and value') + READ(N5,*,ERR=500) NP1,NP2,VALUE + IF(NP1.LE.0.OR.NP2.GT.NI.OR.NP1.GT.NP2) GOTO 500 + DO 30 I=NP1,NP2 + 30 A(I)=VALUE + NUMBFLAG=.TRUE. + ELSE IF( YN.EQ.'L'.OR.YN.EQ.'l') THEN ! =======> SET BY LAMBDA + WRITE(N6,3000) AL0(1),AL0(NI) + 3000 FORMAT(' Enter first, last LAMB. to be set', + 1 ' (MAX range:',2G12.4,' ) and value') + READ(N5,*,ERR=500) LP1,LP2,VALUE + IF(LP1.LT.AL0(I).OR.LP2.GT.AL0(I).OR.LP1.GT.LP2) GOTO 500 + DO 40 I=1,NI + IF(AL0(I).GE.LP1.AND.AL0(I).LE.LP2) A(I)=VALUE + 40 CONTINUE + NUMBFLAG=.FALSE. + ELSE IF(YN.EQ.'S'.OR.YN.EQ.'s') THEN ! =======> PRINT + CALL PRINTA(AL0,A,NI) + ELSE IF(YN.EQ.'P'.OR.YN.EQ.'p') THEN ! =======> PLOT + XMAX=0.0 + YMAX=0.0 + XMIN=0.0 + YMIN=0.0 +C IF(NUMBFLAG) THEN +C KPLOT=1 ! pixel plot +C ELSE +C KPLOT=0 ! lambda plot +C ENDIF + KPLOT=2 ! superimposed plot + CALL PLOTTA(NI,PXL,AL0,A0,A,XMAX,XMIN,YMAX,YMIN,NOME,KPLOT) + ELSE + GOTO 500 + ENDIF +C + GOTO 10 + 500 WRITE(N6,9000) + 9000 FORMAT(' ERROR: WRONG VALUE OR COMMAND! REENTER') + GOTO 10 + END +C + SUBROUTINE SETCUT(AL0,A0,A,N,PXL,SIGMAX,NDEL,VALUE) +C ------------------------------------------------------ +C routine to eliminate too big emission lines. +C This routine sets to a given value (now the medium +C value of the spectrum) the spectrum zone exceeding sigmax*stand.dev +C stand.dev is the mean square deviation of the spectrum +C value from the means. +C After and before each zone exceeding sigmax*std, +C extending for k points, a zone of widht k*NDEL is set = value, +C ------------------------------------------------------ + COMMON/TAPE/ N5,N6,N7 +C + DIMENSION AL0(N),A0(N),A(N),PXL(N) + CHARACTER*1 YN + LOGICAL NUMBFLAG /.TRUE./ + LOGICAL INTERACTIVE/.TRUE./ + CHARACTER*20 NOME/' '/ +C +C defaults + IF(NSIG.LE.0) NSIG=1 + IF(SIGMAX.LE.0.0) THEN ! Interactive usage flag set + INTERACTIVE=.TRUE. + ELSE + INTERACTIVE=.FALSE. + ENDIF +C + 90 DO 9 I=1,N ! ==========> RESET + 9 A(I)=A0(I) +C medium value and std + AMED=0.0 + DO 80 I=1,N + 80 AMED=AMED+A(I) + AMED=TOT/N + VALUE=AMED ! NOW THE SPECTRUM IS SET TO AMED + STD=0.0 + DO 81 I=1,N + 81 STD=STD+(AMED-A(I))**2 + STD=SQRT(STD/N) + WRITE(N6,8000) AMED,STD + 8000 FORMAT(' medium spectrum value:',G15.5,' std: ',G15.5) +C to interactive usage if + IF(INTERACTIVE) GOTO 10 +C ! ======> CUTTING peakS + 82 CONTINUE + IF(SIGMAX.LE.0.0) SIGMAX=3. ! DEFAULT sigmax + I=0 + 83 I=I+1 + IF(A(I).GT.STD*SIGMAX+AMED.AND.I.LE.N) THEN + J=I + DO WHILE(A(J).GT.STD*SIGMAX+AMED.AND.J.LE.N) + J=J+1 + ENDDO + K=J-I + J1=MAX(1,I-K*NSIG) + J2=MIN(N,J+K*NSIG) + DO 85 JK=J1,J2 + 85 A(JK)=VALUE + WRITE(N6,8100) J1,J2,VALUE + 8100 FORMAT(' Values from:',I6,' to ',I6,' set to ',G15.5) + I=J2 + GOTO 83 ! END OF LOOP + ENDIF + IF(.NOT.INTERACTIVE) THEN + YN='E' + GOTO 11 + ENDIF +C + 10 WRITE(N6,1000) + WRITE(N6,5000) + 1000 FORMAT(' N:set by number,L: by lambda,Q :quit ,E: OK exit'/) + 5000 FORMAT(' P: plot , S: print, R:reset, T:type, C:cut peaks,', + 1 ' G:change pars.') + READ(N5,5001,ERR=500) YN + 5001 FORMAT(A) + 11 IF ( YN.EQ.'Q'.OR.YN.EQ.'q') THEN ! =======> QUIT + RETURN + ELSE IF( YN.EQ.'R'.OR.YN.EQ.'r') THEN ! =======> RESET + GOTO 90 + ELSE IF( YN.EQ.'C'.OR.YN.EQ.'c') THEN ! =======> CUT PEAKS + GOTO 82 + ELSE IF( YN.EQ.'G'.OR.YN.EQ.'g') THEN ! =======> PARAMETERS + WRITE(N6,8500) SIGMAX,NSIG,VALUE + 8500 FORMAT(' Enter: threshold (std units), range to set ' + 1 '(line width units) and value . Now:'/1X,G15.5,I6,G15.5) + READ(N5,*,ERR=500) SIGMAX,NSIG,VALUE + ELSE IF( YN.EQ.'E'.OR.YN.EQ.'e') THEN ! =======> OK RETURN + DO 20 I=1,N + 20 A0(I)=A(I) + RETURN + ELSE IF( YN.EQ.'T'.OR.YN.EQ.'t') THEN ! =======> TYPE + WRITE(N6,2005)N + 2005 FORMAT(' Enter first, last point NUM. to type', + 1 ' (MAX:',I6,' ) ' ) + READ(N5,*,ERR=500) NP1,NP2 + IF(NP1.LE.0.OR.NP2.GT.N.OR.NP1.GT.NP2) GOTO 500 + WRITE(N6,2010) (J,AL0(J),A0(J),A(J),J=NP1,NP2) + 2010 FORMAT(1X,I6,2G15.5,' ==> ',G15.5) + ELSE IF( YN.EQ.'N'.OR.YN.EQ.'n') THEN ! =======> SET BY NUMBER + WRITE(N6,2000)N + 2000 FORMAT(' Enter first, last point NUM. to be set', + 1 ' (MAX:',I6,' ) and value') + READ(N5,*,ERR=500) NP1,NP2,VALUE + IF(NP1.LE.0.OR.NP2.GT.N.OR.NP1.GT.NP2) GOTO 500 + DO 30 I=NP1,NP2 + 30 A(I)=VALUE + NUMBFLAG=.TRUE. + ELSE IF( YN.EQ.'L'.OR.YN.EQ.'l') THEN ! =======> SET BY LAMBDA + WRITE(N6,3000) AL0(1),AL0(N) + 3000 FORMAT(' Enter first, last LAMB. to be set', + 1 ' (MAX range:',2G12.4,' ) and value') + READ(N5,*,ERR=500) LP1,LP2,VALUE + IF(LP1.LT.AL0(I).OR.LP2.GT.AL0(I).OR.LP1.GT.LP2) GOTO 500 + DO 40 I=1,N + IF(AL0(I).GE.LP1.AND.AL0(I).LE.LP2) A(I)=VALUE + 40 CONTINUE + NUMBFLAG=.FALSE. + ELSE IF(YN.EQ.'S'.OR.YN.EQ.'s') THEN ! =======> PRINT + CALL PRINTA(AL0,A,N) + ELSE IF(YN.EQ.'P'.OR.YN.EQ.'p') THEN ! =======> PLOT + XMAX=0.0 + YMAX=0.0 + XMIN=0.0 + YMIN=0.0 +C IF(NUMBFLAG) THEN +C KPLOT=1 ! pixel plot +C ELSE +C KPLOT=0 ! lambda plot +C ENDIF + KPLOT=2 ! superimposed plot + CALL PLOTTA(N,PXL,AL0,A0,A,XMAX,XMIN,YMAX,YMIN,NOME,KPLOT) + ELSE + GOTO 500 + ENDIF +C + GOTO 10 + 500 WRITE(N6,9000) + 9000 FORMAT(' ERROR: WRONG VALUE OR COMMAND! REENTER') + GOTO 10 + END +C + SUBROUTINE SETDEF +C ------------------------------------------------------------ +C Set defaults options on user choiche +C ------------------------------------------------------------ + COMMON/TAPE/ N5,N6,N7 + CHARACTER*80 NAM + PARAMETER (NDEFMAX=10) + CHARACTER*80 NAMVAL + CHARACTER*30 NOMEDEF + LOGICAL FLAGDEF + COMMON /DEFAULTS/ NOMEDEF(NDEFMAX), + 1 NAMVAL(NDEFMAX), + 2 VALDEF(NDEFMAX),NVALDEF(NDEFMAX), + 3 FLAGDEF(NDEFMAX) +C NOMEDEF : description of default value +C NAMVAL : character value for character type default s +C VALDEF : numeric value for the default +C NVALDEF : integer numeric value for the default +C FLAGDEF : if true the default is active +C +C ...................................... + 10 WRITE(N6,1000) (J,NOMEDEF(J),NAMVAL(J), + 1 VALDEF(J),NVALDEF(J),FLAGDEF(J),J=1,NDEFMAX) + 1000 FORMAT(1X,I2,1X,A30,' =>',A15,G15.4,I5,L2) + 11 WRITE(N6,2000) + 2000 FORMAT(' -1 : exit, 0:see , j: default number to enter') + READ(N5,*,ERR=500) K + IF(K.EQ.-1) THEN + RETURN + ELSE IF(K.EQ.0) THEN + GOTO 10 + ELSE IF(K.LE.NDEFMAX.AND.K.GT.0) THEN + WRITE(N6,3000) + 3000 FORMAT(' Enter 0/1, OLD/alpha , real and integer value') + READ(N5,*) IACTIVE + IF(IACTIVE.LE.0) THEN + FLAGDEF(K)=.FALSE. + ELSE + FLAGDEF(K)=.TRUE. + READ(N5,4000,ERR=500) NAM + 4000 FORMAT(A) + CALL UPCASE(NAM) + IF(NAM.EQ.'OLD') GOTO 10 + READ(N5,*,ERR=500) VAL,NVAL + NAMVAL(K)=NAM + VALDEF(K)=VAL + NVALDEF(K)=NVAL + WRITE(N6,1000) (K,NOMEDEF(K),NAMVAL(K),VALDEF(K), + 1 NVALDEF(K),FLAGDEF(K)) + ENDIF + ELSE + GOTO 500 + ENDIF + GOTO 11 + 500 CONTINUE + WRITE(N6,5000) K + 5000 FORMAT(' INPUT ERROR: REENTER !',I10) + GOTO 11 + END +C + SUBROUTINE SHIFT(TL0,T0,TL,T,N) +C ------------------------------------------------------------ +C Doppler shift the spectra by a given number of points +C ------------------------------------------------------------ + COMMON/TAPE/ N5,N6,N7 + DIMENSION TL0(N),T0(N),TL(N),T(N) + CHARACTER*1 YN +C +C Logaritmic scale is assumed + DELTAL=TL0(2)/TL0(1) + 10 CONTINUE + WRITE(N6,1000) + 1000 FORMAT(' Enter the number of poit (>0 redshift,0=quit)') + READ(N5,*) NZ + IF(NZ.EQ.0) RETURN + IF (NZ.GT.0) THEN + DO 20 I=N-NZ,1,-1 + TL(I+NZ)=TL0(I) + 20 T(I+NZ)=T0(I) + DO 25 I=NZ,1,-1 + TL(I)=TL(I+1)/DELTAL + 25 T(I)=0.0 + ELSE + DO 30 I=-NZ+1,N + TL(I+NZ)=TL0(I) + 30 T(I+NZ)=T0(I) + DO 35 I=N+NZ+1,N + TL(I)=TL(I-1)*DELTAL + 35 T(I)=0.0 + ENDIF +C +C WRITE(N6,2000) +C 2000 FORMAT(' Do you want to print the shifted spectrum?' +C 1 '(Y/N)') +C READ(N5,*) YN +C 2001 FORMAT(A) +C IF(YN.EQ.'Y'.OR.YN.EQ.'y') CALL PRINTA(TL,T,N) +C WRITE(N6,3000) +C 3000 FORMAT(' Are you satisfied with this shift?' +C 1 '(Y/N)') +C READ(N5,2001) YN +C IF(YN.EQ.'Y'.OR.YN.EQ.'y') GOTO 500 +C +C GOTO 10 +C + 500 CONTINUE + DO 50 I=1,N + TL0(I)=TL(I) + T0(I)=T(I) + 50 CONTINUE + RETURN + END +C + SUBROUTINE SHRINK(TL,T,N,K1,K2) +C ----------------------------------------------------------- +C The spectrum is SHRINKED between points K1 and K2 +C ----------------------------------------------------------- + COMMON/TAPE/ N5,N6,N7 + DIMENSION TL(*),T(*) +C + WRITE(N6,2000) N,K1,K2,K2-K1+1 + 2000 FORMAT(' Old points:',I6,' saved from:',I5,' to:',I5, + 1 ' remaining:',I6) + IF(K2.GT.N) K2=N + IF(K1.GT.K2.OR.K2.LE.0.OR.K1.LE.0) THEN + WRITE(N6,1000) K1,K2,N + 1000 FORMAT(1X,3I4,' ERROR!! Inconsistent data.') + ELSE IF(K1.EQ.1) THEN + N=K2 + RETURN + ELSE IF(K1.GT.1) THEN +C + DO 10 I=1,K2 + TL(I)=TL(I+K1-1) + T(I)=T(I+K1-1) + 10 CONTINUE + N=K2-K1+1 + ENDIF + RETURN + END +C +C + SUBROUTINE SUBLIN(SL,S,N) +C ----------------------------------------------- +C Subtract from the spectrum its linear fit +C ----------------------------------------------- + COMMON/TAPE/ N5,N6,N7 + DIMENSION S(N),SL(N) + CHARACTER*1 YN +C + CALL FIT(SL,S,N,DUM,A,B,SIGA,SIGB,CHI2,Q) +C + WRITE(N6,1000) B,SIGB,A,SIGA,CHI2,Q + 1000 FORMAT(' Linear fit Ax+B gives: A=',E12.5,'+-',E12.5, + 1 ' B=',E12.5,'+-',E12.5,' Chi2=',E12.5,' Chi2 Prob.='E12.5) + WRITE(N6,2000) + 2000 FORMAT(' Must I subtract the linear behaviour (''Y''/''N'') ?') + READ(N5,*) YN + IF(YN.EQ.'N'.OR.YN.EQ.'n') RETURN + DO 10 I=1,N + 10 S(I)=S(I)-A-B*SL(I) + RETURN + END +C + SUBROUTINE TRASF(T,NT,S,NS,NMAX,FT,FS,NEWN) +C --------------------------------------------- +C Fourier Transform of S and T +C The FFT routines used assume SL and ST =0,1,..N-1 +C S(1) and T(1) contain the value for the zero point. +C --------------------------------------------- + COMMON/TAPE/ N5,N6,N7 + DIMENSION T(NMAX),S(NMAX) + COMPLEX FT(NMAX),FS(NMAX) +C +C If the template and the galaxy spectra are diffenent +C in dimensions, the smaller is extended with zeroes +C + IF(NT.LT.NS) THEN +C AMED=0.0 +C DO 12 I=1,NT +C 12 AMED=AMED+T(I) +C AMED=AMED/NT +C WRITE(N6,1000) NT,NS,AMED + WRITE(N6,1100) NT,NS + DO 10 I=NT+1,NS + 10 T(I)=0.0 +C + ELSE IF(NT.GT.NS) THEN +C AMED=0.0 +C DO 22 I=1,NS +C 22 AMED=AMED+S(I) +C AMED=AMED/NS +C WRITE(N6,1000) NT,NS,AMED + WRITE(N6,1100) NT,NS + DO 20 I=NS+1,NT +C 20 S(I)=AMED + 20 S(I)=0.0 +C 1000 FORMAT(' !!!WARNING, Template and Galaxy have a different' +C 1 ' number of points: ',I5,1X,I5/' The smaller has ' +C 2 ' been enlarged, filling with the mean value: ',1PE12.5) + 1100 FORMAT(' !!!WARNING, Template and Galaxy have a different' + 1 ' number of points: ',I5,1X,I5/' The smaller has ' + 2 ' been enlarged, filling with zeroes') + ENDIF + NN=MAX(NT,NS) +C +C The number of points must be a power of two, +C otherwise the arrays are extended with zeroes +C + K=2 + 30 CONTINUE + IF(NN.EQ.K) GOTO 400 + IF(NN.LT.K) GOTO 300 + K=K*2 + GO TO 30 + 300 CONTINUE +C + WRITE(N6,2000)NN,K + 2000 FORMAT(' The original dimension of ',I4, + 1 ' has been extended to ',I4) + IF(K.GT.NMAX) WRITE(N6,3000) NMAX + 3000 FORMAT(' ERROR! Increase the maximum dimension, which is:',I5) +C + DO 40 I=NN+1,K + S(I)=0.0 + T(I)=0.0 + 40 CONTINUE +C +C Fourier Transform Routine (which uses FS,FT(NEWN+1)) +C + 400 NEWN=K + CALL TWOFFT(T,S,FT,FS,NEWN) +C + RETURN + END +C + SUBROUTINE TRASF1(TL,T,NT,NMAX,FT,NEWN) +C --------------------------------------------- +C Fourier Transform of T (real) +C The FFT routines used assume ST =0,1,..N-1 +C T(1) contains the value for the zero point. +C --------------------------------------------- + COMMON/TAPE/ N5,N6,N7 + DIMENSION TL(NMAX),T(NMAX) + COMPLEX FT(NMAX) +C + NN=NT +C +C The number of points must be a power of two, +C otherwise the arrays are extended with zeroes +C + K=2 + 30 CONTINUE + IF(NN.EQ.K) GOTO 400 + IF(NN.LT.K) GOTO 300 + K=K*2 + GO TO 30 + 300 CONTINUE +C + WRITE(N6,2000)NN,K + 2000 FORMAT(' The original dimension of ',I4, + 1 ' has been extended to ',I4) + IF(K.GT.NMAX) WRITE(N6,3000) NMAX + 3000 FORMAT(' ERROR! Increase the maximum dimension, which is:',I5) +C +C DELTL=SL(NN)-SL(NN-1) + DO 40 I=NN+1,K + T(I)=0.0 +C TL(I)=TL(I-1)+DELTL + 40 CONTINUE +C +C Fourier Transform Routine +C + 400 NEWN=K + DO 50 I=2,NEWN,2 + 50 FT(I/2)=CMPLX(T(I-1),T(I)) + NEWN2=NEWN/2 + CALL REALFT(FT,NEWN2,1) +C Half of the transform is computed, the remaining half is given +C by simmetry (T is a real vector) (see also how REALFT stores data) + FT(NEWN2+1)=CMPLX(AIMAG(FT(1)),0.0) + FT(1)=CMPLX(REAL(FT(1)),0.0) + DO 51 I=NEWN2+2,NEWN + 51 FT(I)=CONJG(FT(NEWN-I+2)) +C + RETURN + END +C + SUBROUTINE UPCASE(C) +C ----------------------------------------------------- +C Change string C to upcase letters +C --------------------------------------------------------- + COMMON/TAPE/ N5,N6,N7 + CHARACTER*(*) C +C +C Transform lowercase to upcase ASCII characters by adding +C the constant value 32 to the ASCII value. 32 il the +C distance between upcase and lowercase in the ASCII +C collating sequence + DO 10 I=1,LEN(C) + IF(C(I:I).GE.'a'.AND.C(I:I).LE.'z') THEN + IC=ICHAR(C(I:I)) + IC=IC-32 + C(I:I)=CHAR(IC) + ENDIF + 10 CONTINUE + RETURN + END +C + SUBROUTINE UPPERC(C) +C ----------------------------------------------------- +C Reads an input command and transform it to upcase letters +C --------------------------------------------------------- + COMMON/TAPE/ N5,N6,N7 + CHARACTER*(*) C +C + WRITE(N6,1000) +C note:"$"; this way to insert a prompt is VAX FORTRAN extension + 1000 FORMAT(' > ',$) + READ(N5,1100,ERR=550,END=500)C + 1100 FORMAT(A80) +C +C Transform lowercase to upcase ASCII characters by adding +C the constant value 32 to the ASCII value. 32 il the +C distance between upcase and lowercase in the ASCII +C collating sequence + DO 10 I=1,LEN(C) + IF(C(I:I).GE.'a'.AND.C(I:I).LE.'z') THEN + IC=ICHAR(C(I:I)) + IC=IC-32 + C(I:I)=CHAR(IC) + ENDIF +C +C 1 C(I:I)=CHAR(ICHAR(C(I:I))+32) + 10 CONTINUE +C + RETURN + 500 CONTINUE ! Eof encoutered, reset to input from video + C='VIDEO' + RETURN + 550 CONTINUE + C=' READ ERROR!' + RETURN + END +C + SUBROUTINE VERIFY(TL,T,NT,SL,S,NS) +C ------------------------------------------------------------ +C check if the frequency values for spectra and template match +C ------------------------------------------------------------ + COMMON/TAPE/ N5,N6,N7 + DIMENSION TL(NT),T(NT),SL(NS),S(NS) +C + IF(NT.NE.NS) WRITE(N6,1000)NT,NS + 1000 FORMAT(' !!! WARNING: Tempate has ',I4,' lambda values,', + 1 ' Galaxy, instead:',I4) +C + N=MIN(NT,NS) +C + DO 20 I=1,N + IF(TL(I).NE.SL(I)) WRITE(N6,2000) I,TL(I),SL(I) + 2000 FORMAT(' !!! WARNING: INCONSISTENT LAMBDA VALUE:', + 1 I4,' Template:',1PE12.6,' Galaxy:',1PE12.6) + 20 CONTINUE +C + TA0=TL(2)/TL(1) + SA0=SL(2)/SL(1) +C + DO 30 I=3,N + TA=TL(I)/TL(I-1) + SA=SL(I)/SL(I-1) + IF(SA.NE.SA0) WRITE(N6,3000) I,SA,SA0 + 3000 FORMAT(' !!! WARNING: GALAXY step changed, value:',I4, + 1 ' old value:',1PE12.6,' new:',1PE12.6) + IF(TA.NE.TA0) WRITE(N6,3300) I,TA,TA0 + 3300 FORMAT(' !!! WARNING: TEMPLATE step changed, value:',I4, + 1 ' old value:',1PE12.6,' new:',1PE12.6) + TA0=TA + SA0=SA + 30 CONTINUE +C + WRITE(N6,4000) N,TA,SA + 4000 FORMAT(' CHECKED:',I4,' VALUES. Lambda steps for ', + 1 'Template and galaxy are:',2(1X,1PE12.6)) + RETURN + END +C + SUBROUTINE WIENER(TL,T,SL,S,PFS,FG,ANTI,N) +C ------------------------------------------------------ +C This routine applies to FG; the noisy smearing function +C a Wiener filtering, hoping to see some signal in this way. +C A polynomial fit in used to represent the signal and the +C noise in two different, user chosen regions of the galaxy +C power spectrum. +C The maximum order for the polinomium is 20 +C Warning! you should always look at the produced filter, improper +C extrapolation of the power spectrum fits has been detected. +C +C ------------------------------------------------------ + COMMON/TAPE/ N5,N6,N7 +C + EXTERNAL POLY + PARAMETER (NMAX=20) + DIMENSION TL(N),T(N),SL(N),S(N),PFS(N) + COMPLEX FG(N),ANTI(N) + DIMENSION DUM(NMAX,NMAX),DUM1(NMAX),DUM2(NMAX) + DIMENSION COEFF(NMAX) + CHARACTER*1 YN +C + NMAX1=NMAX-1 +C +C Finctious lambda values for PSF function + DO 10 I=1,N + 10 TL(I)=I +C + GOTO 20 + 200 WRITE(N6,5000) +5000 FORMAT(' ERROR! Given data are not consistent.') + WRITE(N6,5050) +5050 FORMAT(' Do you want to quit?(Y/N)') + READ(N5,5051) YN +5051 FORMAT(A) + IF(YN.EQ.'Y'.OR.YN.EQ.'y') RETURN + 20 CONTINUE +C +C fit for the noise +C + WRITE(N6,1000) + 1000 FORMAT(' Enter the first and last point for noise computation,', + 1 ' 0=quit') + READ(N5,*) N1,N2 + IF(N1.LE.0.OR.N2.GT.N.OR.N2.LT.N1) GOTO 200 + NN=N2-N1+1 +C + WRITE(N6,1100)NMAX1 + 1100 FORMAT(' Enter the polinomium order (<=',I5,')') + READ(N5,*) MFIT +C MFIT is the number of pol. coefficients=1+ pol. order + MFIT=MFIT+1 +C + IF (MFIT.GT.NMAX.OR.MFIT.LE.0) THEN + WRITE (N6,5500) NMAX1 + 5500 FORMAT(' ERROR !',I5,' Is the maximun value') + GOTO 200 + ENDIF +C + CALL FITTA(TL(N1),PFS(N1),NN,COEFF,MFIT, + 1 DUM,DUM1,DUM2,CHISQ,POLY) + WRITE(N6,2000) CHISQ,(COEFF(J),J=1,MFIT) + 2000 FORMAT(' Chisquare=',E12.5,' Coefficients: C0+C1*x+C2*x**2+..'/ + 1 5(1X,E12.5)) +C +C Computes the noise power spectrum (only half for simmetry) + DO 41 I=1,N/2+1 + T(I)=COEFF(1) + DO 40 J=2,MFIT + T(I)=T(I)+COEFF(J)*TL(I)**(J-1) + 40 CONTINUE + IF(T(I).LT.0.)T(I)=0.0 + 41 CONTINUE +C +C fit for the signal power spectrum +C + WRITE(N6,1110) + 1110 FORMAT(' Enter the first and last point for signal computation') + READ(N5,*) N1,N2 + IF(N1.LE.0.OR.N2.GT.N.OR.N2.LT.N1) GOTO 200 + NN=N2-N1+1 +C + WRITE(N6,1100)NMAX1 + READ(N5,*) MFIT +C MFIT is the number of pol. coefficients=1+ pol. order + MFIT=MFIT+1 +C + IF (MFIT.GT.NMAX.OR.MFIT.LE.0) THEN + WRITE (N6,5500) NMAX1 + GOTO 200 + ENDIF +C + CALL FITTA(TL(N1),PFS(N1),NN,COEFF,MFIT, + 1 DUM,DUM1,DUM2,CHISQ,POLY) + WRITE(N6,2000) CHISQ,(COEFF(J),J=1,MFIT) +C +C Computes the signal (only half for simmetry) + DO 45 I=1,N/2+1 + S(I)=COEFF(1) + DO 44 J=2,MFIT + S(I)=S(I)+COEFF(J)*TL(I)**(J-1) + 44 CONTINUE + IF(S(I).LT.0.) S(I)=0.0 + 45 CONTINUE +C +C Computes the wiener filter + WRITE(N6,1200) + 1200 FORMAT(' Enter the range where the signal is zero ', + 1 ' (this points included) ') + READ(N5,*) N1,N2 + IF(N1.LE.0.OR.N1.GT.N2.OR.N2.LE.0) THEN + WRITE(N6,1220) + 1220 FORMAT(' Warning the signal is always present, you can have' + 1 ,' no filtering if fitted noise is near zero'/ + 2 ' Warning! cheeck the filter for improper extrapolations') + N2=-1 + ENDIF +C (half filter for simmetry) + DO 60 I=1,N/2+1 + IF(I.GE.N1.AND.I.LE.N2) THEN + SL(I)=0.0 + ELSE IF((S(I)+T(I)).NE.0.0) THEN + SL(I)=S(I)/(S(I)+T(I)) + ELSE + SL(I)=0.0 + ENDIF + ANTI(I)=FG(I)*SL(I) + 60 CONTINUE +C remaining data are obtained by simmetry + DO 62 I=2,N/2 + SL(N-I+2)=SL(I) + 62 ANTI(N-I+2)=FG(N-I+2)*SL(N-I+2) +C + WRITE(N6,3000) + 3000 FORMAT(' Do you want a print for the filter?' + 1 '(Y/N)') + READ(N5,3001) YN + 3001 FORMAT(A) + IF(YN.EQ.'Y'.OR.YN.EQ.'y') CALL PRINTP(TL,SL,T,S,N) +C + WRITE(N6,3100) + 3100 FORMAT(' Do you want a print for the filtered function?' + 1 '(Y/N)') + READ(N5,3001) YN + IF(YN.EQ.'Y'.OR.YN.EQ.'y') CALL PRINTC(ANTI,N) +C + WRITE(N6,3200) + 3200 FORMAT(' Do you want to change the filter ?' + 1 '(Y/N)') + READ(N5,3001) YN + IF(YN.EQ.'Y'.OR.YN.EQ.'y') GOTO 20 +C + DO 70 I=1,N + 70 FG(I)=ANTI(I) +C + RETURN + END +C + SUBROUTINE WINDOW(AL0,A0,A,NI,NP1,NP2,PXL) +C ------------------------------------------------------ +C This routine applies to the spectrum a rectangular window. +C If 0@Ogo_`EZ4*6GFTs z|MK>5yj&#lZSrv>Mw+MK&m6oS5PI1^9NUa=#704~kCx$d1PKKIngliI|vq0yv8 zhsZqeiY?_3EZZ1{{^$@YTN*{X1_c19?9gu$G`0D-d*0 zTz1|3PN(URY{VWFg{N)p|oyYqZEBM`%!8|qY%Eg==T`^{AiG*be9-7`k782AT%?h8M(b{F!kFSYNl+i}m z%>trX9_O?p;8nPPvQhT{&7o>D1@cuuq|+iAiy_3`B6x5~ji+O_#wC!pk#TnFrho3{ zekrOQHw1(f4}n2u9L5^!x(2ECh{EF5wG;{eoaT;1PikhB zbU6{oJrV~5f{{VO$^=uVLDNqj5?+6t^D!T^58_BD0GAQ`Xpz9`n+$8fu~InWjuko? zDzZb4)QDZNuPT0~Z-3E$_7or3sobe6$ z%j{SsDw-UnX`rw$y_bAS97;{q@wU#FxjLtIYA+M$YQ*8&KkByVv5K-8ZjOpzsH`&y 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