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20020725: xgks for linux

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  • Subject: 20020725: xgks for linux
  • Date: Thu, 25 Jul 2002 16:35:56 -0600
James,

>Date: Tue, 23 Jul 2002 16:14:25 -0700
>From: "Doyle, James" <address@hidden>
>Organization: Naval Research Laboratory
>To: "'address@hidden'" <address@hidden>
>Subject: xgks for linux
>Keywords: 200207232314.g6NNEU915273

The above message contained the following:

> Are you aware whether anyone has ported xgks to linux.  We've tried to port
> the xgks-2.5.5 code to linux  but have run into a number of errors.
> Perhaps someone has already solved these problems (hopefully).

The main problem is lack of the file port/fortc/linux.m4.  I've enclosed
a copy.

Regards,
Steve Emmerson   <http://www.unidata.ucar.edu>


divert(-1)

# Name of system platform (for use in comments)
define(`M4__SYSTEM', Linux)

# transformation from fortran name to name of C module.  Append an extra
# underscore if the name contains an underscore.
define(`NAMEF',`ifelse(index($1,_),-1,$1_,$1__)')

define(`REALX',`')
define(`INTEGERX',`')
define(`FUNCTIONX',`')
define(`DOUBLEX',`')

# transformation from string name to corresponding argument name
define(`STRINGF',`$1')

# extra arguments, if any, for string length
define(`STRINGX',`, $1_len')  # one extra stringlen parameter

# declaration to be used for argument name descriptor
define(`STRINGD',`
    char        *$1;    `$2'
    int         $1`'`_len';') # declare argument string with extra stringlen 
parameter

define(`STRINGP',`
    char      *$1')
define(`STRINGPX',`,
    int        $1_len')

# declarations and initializations of canonical local variables
define(`STRINGL',`')

# FORTRAN declaration for a long integer (e.g. integer*4 for Microsoft)
define(`LONG_INT',`integer')

# FORTRAN declaration for a short integer (e.g. integer*2)
define(`SHORT_INT',`integer*2')

# FORTRAN declaration for an integer byte (e.g. integer*1 or byte)
define(`BYTE_INT',`byte')

# FORTRAN declaration for single precision
define(`SINGLE_PRECISION',`real')

# FORTRAN declaration for double precision (e.g. real for a Cray)
define(`DOUBLE_PRECISION',`double precision')

divert(0)dnl