Conversion of standardized ReadMe file for
file /./ftp/cats/J/MNRAS/406/1745 into FORTRAN code for reading data files line by line.
Note that special values are assigned to unknown or unspecified
numbers (also called NULL numbers);
when necessary, the coordinate components making up the right ascension
and declination are converted into floating-point numbers
representing these angles in degrees.
program load_ReadMe C============================================================================= C F77-compliant program generated by readme2f_1.81 (2015-09-23), on 2024-Mar-19 C============================================================================= * This code was generated from the ReadMe file documenting a catalogue * according to the "Standard for Documentation of Astronomical Catalogues" * currently in use by the Astronomical Data Centers (CDS, ADC, A&A) * (see full documentation at URL http://vizier.u-strasbg.fr/doc/catstd.htx) * Please report problems or questions to C============================================================================= implicit none * Unspecified or NULL values, generally corresponding to blank columns, * are assigned one of the following special values: * rNULL__ for unknown or NULL floating-point values * iNULL__ for unknown or NULL integer values real*4 rNULL__ integer*4 iNULL__ parameter (rNULL__=--2147483648.) ! NULL real number parameter (iNULL__=(-2147483647-1)) ! NULL int number integer idig ! testing NULL number C============================================================================= Cat. J/MNRAS/406/1745 H2O in interstellar shock waves (Flower+, 2010) *================================================================================ *Excitation and emission of H_2_, CO and H_2_ O molecules in interstellar *shock waves. * Flower D.R., Pineau des Forets G. * <Mon. Not. R. Astron. Soc., 406, 1745-1758 (2010)> * =2010MNRAS.406.1745F C============================================================================= C Internal variables integer*4 i__ c - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - C Declarations for 'tablea3.dat' ! C-shocks : ortho-H_2_O line intensities integer*4 nr__ parameter (nr__=158) ! Number of records character*106 ar__ ! Full-size record character*8 Upper ! Upper level (1) character*7 Lower ! Lower level (1) real*4 Eup ! (K) Excitation energy of the upper level of the * transition, relative to the 0 0 0 ground level real*8 nu ! (GHz) Frequency of transition real*8 lambda ! (um) Wavelength of transition real*4 v10n2e4 ! (K.km/s) Line intensity, TdV, for shock speed * vs=10km/s and n_H_=2x10^4^cm^-3^ (2) real*4 v20n2e4 ! (K.km/s) Line intensity, TdV, for shock speed * vs=20km/s and n_H_=2x10^4^cm^-3^ (2) real*4 v30n2e4 ! (K.km/s) Line intensity, TdV, for shock speed * vs=30km/s and n_H_=2x10^4^cm^-3^ (2) real*4 v40n2e4 ! (K.km/s) ? Line intensity, TdV, for shock speed * vs=40km/s and n_H_=2x10^4^cm^-3^ (2) real*4 v10n2e5 ! (K.km/s) Line intensity, TdV, for shock speed * vs=10km/s and n_H_=2x10^5^cm^-3^ (2) real*4 v20n2e5 ! (K.km/s) Line intensity, TdV, for shock speed * vs=20km/s and n_H_=2x10^5^cm^-3^ (2) real*4 v30n2e5 ! (K.km/s) Line intensity, TdV, for shock speed * vs=30km/s and n_H_=2x10^5^cm^-3^ (2) real*4 v40n2e5 ! (K.km/s) ? Line intensity, TdV, for shock speed * vs=40km/s and n_H_=2x10^5^cm^-3^ (2) *Note (1): The levels are identified by J_K+_K-, where J is the rotational * quantum number and K is its projection on the symmetry axis of the * molecule; the '+' and '-' subscripts refer to the oblate and prolate * symmetric top limits, respectively. *Note (2): Where vs is the shock speed and n_H_ the pre-shock density. c - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - C Declarations for 'tablea4.dat' ! C-shocks : para-H_2_O line intensities integer*4 nr__1 parameter (nr__1=157) ! Number of records character*106 ar__1 ! Full-size record character*8 Upper_1 ! Upper level (1) character*7 Lower_1 ! Lower level (1) real*4 Eup_1 ! (K) Excitation energy of the upper level of the * transition, relative to the 0 0 0 ground level real*8 nu_1 ! (GHz) Frequency of transition real*8 lambda_1 ! (um) Wavelength of transition real*4 v10n2e4_1 ! (K.km/s) Line intensity, TdV, for shock speed * vs=10km/s and n_H_=2x10^4^cm^-3^ (2) real*4 v20n2e4_1 ! (K.km/s) Line intensity, TdV, for shock speed * vs=20km/s and n_H_=2x10^4^cm^-3^ (2) real*4 v30n2e4_1 ! (K.km/s) Line intensity, TdV, for shock speed * vs=30km/s and n_H_=2x10^4^cm^-3^ (2) real*4 v40n2e4_1 ! (K.km/s) ? Line intensity, TdV, for shock speed * vs=40km/s and n_H_=2x10^4^cm^-3^ (2) real*4 v10n2e5_1 ! (K.km/s) Line intensity, TdV, for shock speed * vs=10km/s and n_H_=2x10^5^cm^-3^ (2) real*4 v20n2e5_1 ! (K.km/s) Line intensity, TdV, for shock speed * vs=20km/s and n_H_=2x10^5^cm^-3^ (2) real*4 v30n2e5_1 ! (K.km/s) Line intensity, TdV, for shock speed * vs=30km/s and n_H_=2x10^5^cm^-3^ (2) real*4 v40n2e5_1 ! (K.km/s) ? Line intensity, TdV, for shock speed * vs=40km/s and n_H_=2x10^5^cm^-3^ (2) *Note (1): The levels are identified by J_K+_K-, where J is the rotational * quantum number and K is its projection on the symmetry axis of the * molecule; the '+' and '-' subscripts refer to the oblate and prolate * symmetric top limits, respectively. *Note (2): Where vs is the shock speed and n_H_ the pre-shock density. c - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - C Declarations for 'tablea5.dat' ! J-shocks : ortho-H_2_O line intensities integer*4 nr__2 parameter (nr__2=158) ! Number of records character*106 ar__2 ! Full-size record character*8 Upper_2 ! Upper level (1) character*7 Lower_2 ! Lower level (1) real*4 Eup_2 ! (K) Excitation energy of the upper level of the * transition, relative to the 0 0 0 ground level real*8 nu_2 ! (GHz) Frequency of transition real*8 lambda_2 ! (um) Wavelength of transition real*4 v10n2e4_2 ! (K.km/s) Line intensity, TdV, for shock speed * vs=10km/s and n_H_=2x10^4^cm^-3^ (2) real*4 v20n2e4_2 ! (K.km/s) Line intensity, TdV, for shock speed * vs=20km/s and n_H_=2x10^4^cm^-3^ (2) real*4 v30n2e4_2 ! (K.km/s) Line intensity, TdV, for shock speed * vs=30km/s and n_H_=2x10^4^cm^-3^ (2) real*4 v40n2e4_2 ! (K.km/s) ? Line intensity, TdV, for shock speed * vs=40km/s and n_H_=2x10^4^cm^-3^ (2) real*4 v10n2e5_2 ! (K.km/s) Line intensity, TdV, for shock speed * vs=10km/s and n_H_=2x10^5^cm^-3^ (2) real*4 v20n2e5_2 ! (K.km/s) Line intensity, TdV, for shock speed * vs=20km/s and n_H_=2x10^5^cm^-3^ (2) real*4 v30n2e5_2 ! (K.km/s) Line intensity, TdV, for shock speed * vs=30km/s and n_H_=2x10^5^cm^-3^ (2) real*4 v40n2e5_2 ! (K.km/s) ? Line intensity, TdV, for shock speed * vs=40km/s and n_H_=2x10^5^cm^-3^ (2) *Note (1): The levels are identified by J_K+_K-, where J is the rotational * quantum number and K is its projection on the symmetry axis of the * molecule; the '+' and '-' subscripts refer to the oblate and prolate * symmetric top limits, respectively. *Note (2): Where vs is the shock speed and n_H_ the pre-shock density. c - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - C Declarations for 'tablea6.dat' ! J-shocks : para-H_2_O line intensities integer*4 nr__3 parameter (nr__3=157) ! Number of records character*106 ar__3 ! Full-size record character*8 Upper_3 ! Upper level (1) character*7 Lower_3 ! Lower level (1) real*4 Eup_3 ! (K) Excitation energy of the upper level of the * transition, relative to the 0 0 0 ground level real*8 nu_3 ! (GHz) Frequency of transition real*8 lambda_3 ! (um) Wavelength of transition real*4 v10n2e4_3 ! (K.km/s) Line intensity, TdV, for shock speed * vs=10km/s and n_H_=2x10^4^cm^-3^ (2) real*4 v20n2e4_3 ! (K.km/s) Line intensity, TdV, for shock speed * vs=20km/s and n_H_=2x10^4^cm^-3^ (2) real*4 v30n2e4_3 ! (K.km/s) Line intensity, TdV, for shock speed * vs=30km/s and n_H_=2x10^4^cm^-3^ (2) real*4 v40n2e4_3 ! (K.km/s) ? Line intensity, TdV, for shock speed * vs=40km/s and n_H_=2x10^4^cm^-3^ (2) real*4 v10n2e5_3 ! (K.km/s) Line intensity, TdV, for shock speed * vs=10km/s and n_H_=2x10^5^cm^-3^ (2) real*4 v20n2e5_3 ! (K.km/s) Line intensity, TdV, for shock speed * vs=20km/s and n_H_=2x10^5^cm^-3^ (2) real*4 v30n2e5_3 ! (K.km/s) Line intensity, TdV, for shock speed * vs=30km/s and n_H_=2x10^5^cm^-3^ (2) real*4 v40n2e5_3 ! (K.km/s) ? Line intensity, TdV, for shock speed * vs=40km/s and n_H_=2x10^5^cm^-3^ (2) *Note (1): The levels are identified by J_K+_K-, where J is the rotational * quantum number and K is its projection on the symmetry axis of the * molecule; the '+' and '-' subscripts refer to the oblate and prolate * symmetric top limits, respectively. *Note (2): Where vs is the shock speed and n_H_ the pre-shock density. C============================================================================= C Loading file 'tablea3.dat' ! C-shocks : ortho-H_2_O line intensities C Format for file interpretation 1 format( + A8,A7,1X,F6.1,1X,F9.3,1X,F9.3,1X,E7.3,1X,E7.3,1X,E7.3,1X,E7.3, + 1X,E7.3,1X,E7.3,1X,E7.3,1X,E7.3) C Effective file loading open(unit=1,status='old',file= +'tablea3.dat') write(6,*) '....Loading file: tablea3.dat' do i__=1,158 read(1,'(A106)')ar__ read(ar__,1) + Upper,Lower,Eup,nu,lambda,v10n2e4,v20n2e4,v30n2e4,v40n2e4, + v10n2e5,v20n2e5,v30n2e5,v40n2e5 if(ar__(68:74) .EQ. '') v40n2e4 = rNULL__ if(ar__(100:106) .EQ. '') v40n2e5 = rNULL__ c ..............Just test output........... write(6,1) + Upper,Lower,Eup,nu,lambda,v10n2e4,v20n2e4,v30n2e4,v40n2e4, + v10n2e5,v20n2e5,v30n2e5,v40n2e5 c .......End.of.Just test output........... end do close(1) C============================================================================= C Loading file 'tablea4.dat' ! C-shocks : para-H_2_O line intensities C Format for file interpretation 2 format( + A8,A7,1X,F6.1,1X,F9.3,1X,F9.3,1X,E7.3,1X,E7.3,1X,E7.3,1X,E7.3, + 1X,E7.3,1X,E7.3,1X,E7.3,1X,E7.3) C Effective file loading open(unit=1,status='old',file= +'tablea4.dat') write(6,*) '....Loading file: tablea4.dat' do i__=1,157 read(1,'(A106)')ar__1 read(ar__1,2) + Upper_1,Lower_1,Eup_1,nu_1,lambda_1,v10n2e4_1,v20n2e4_1, + v30n2e4_1,v40n2e4_1,v10n2e5_1,v20n2e5_1,v30n2e5_1,v40n2e5_1 if(ar__1(68:74) .EQ. '') v40n2e4_1 = rNULL__ if(ar__1(100:106) .EQ. '') v40n2e5_1 = rNULL__ c ..............Just test output........... write(6,2) + Upper_1,Lower_1,Eup_1,nu_1,lambda_1,v10n2e4_1,v20n2e4_1, + v30n2e4_1,v40n2e4_1,v10n2e5_1,v20n2e5_1,v30n2e5_1,v40n2e5_1 c .......End.of.Just test output........... end do close(1) C============================================================================= C Loading file 'tablea5.dat' ! J-shocks : ortho-H_2_O line intensities C Format for file interpretation 3 format( + A8,A7,1X,F6.1,1X,F9.3,1X,F9.3,1X,E7.3,1X,E7.3,1X,E7.3,1X,E7.3, + 1X,E7.3,1X,E7.3,1X,E7.3,1X,E7.3) C Effective file loading open(unit=1,status='old',file= +'tablea5.dat') write(6,*) '....Loading file: tablea5.dat' do i__=1,158 read(1,'(A106)')ar__2 read(ar__2,3) + Upper_2,Lower_2,Eup_2,nu_2,lambda_2,v10n2e4_2,v20n2e4_2, + v30n2e4_2,v40n2e4_2,v10n2e5_2,v20n2e5_2,v30n2e5_2,v40n2e5_2 if(ar__2(68:74) .EQ. '') v40n2e4_2 = rNULL__ if(ar__2(100:106) .EQ. '') v40n2e5_2 = rNULL__ c ..............Just test output........... write(6,3) + Upper_2,Lower_2,Eup_2,nu_2,lambda_2,v10n2e4_2,v20n2e4_2, + v30n2e4_2,v40n2e4_2,v10n2e5_2,v20n2e5_2,v30n2e5_2,v40n2e5_2 c .......End.of.Just test output........... end do close(1) C============================================================================= C Loading file 'tablea6.dat' ! J-shocks : para-H_2_O line intensities C Format for file interpretation 4 format( + A8,A7,1X,F6.1,1X,F9.3,1X,F9.3,1X,E7.3,1X,E7.3,1X,E7.3,1X,E7.3, + 1X,E7.3,1X,E7.3,1X,E7.3,1X,E7.3) C Effective file loading open(unit=1,status='old',file= +'tablea6.dat') write(6,*) '....Loading file: tablea6.dat' do i__=1,157 read(1,'(A106)')ar__3 read(ar__3,4) + Upper_3,Lower_3,Eup_3,nu_3,lambda_3,v10n2e4_3,v20n2e4_3, + v30n2e4_3,v40n2e4_3,v10n2e5_3,v20n2e5_3,v30n2e5_3,v40n2e5_3 if(ar__3(68:74) .EQ. '') v40n2e4_3 = rNULL__ if(ar__3(100:106) .EQ. '') v40n2e5_3 = rNULL__ c ..............Just test output........... write(6,4) + Upper_3,Lower_3,Eup_3,nu_3,lambda_3,v10n2e4_3,v20n2e4_3, + v30n2e4_3,v40n2e4_3,v10n2e5_3,v20n2e5_3,v30n2e5_3,v40n2e5_3 c .......End.of.Just test output........... end do close(1) C============================================================================= stop end