cgribexlib.c 249 KB
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/* Automatically generated by m214003 at 2010-01-07, do not edit */
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/* CGRIBEXLIB_VERSION="1.4.2" */
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#if defined (HAVE_CONFIG_H)
#  include "config.h"
#endif

#include <string.h>
#include <ctype.h>
#include <stdarg.h>
#include <sys/types.h>

#include "file.h"
#include "dmemory.h"
#include "dtypes.h"
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#include "timebase.h"
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#ifndef _GRIB_INT_H
#define _GRIB_INT_H

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#if defined (HAVE_CONFIG_H)
#  include "config.h"
#endif

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#include <stdio.h>
#include <stdlib.h>
#include <math.h>
#include <float.h>


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#if ! defined   (_CGRIBEX_H)
#  include "cgribex.h"
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#endif
#if ! defined   (_ERROR_H)
#  include "error.h"
#endif
#if ! defined   (_DTYPES_H)
#  include "dtypes.h"
#endif

#if ! defined   (FALSE)
#  define  FALSE  0
#endif

#if ! defined   (TRUE)
#  define  TRUE  1
#endif

#if ! defined   (UCHAR)
#  define  UCHAR  unsigned char
#endif

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#if defined (CRAY) || defined (SX) || defined (__uxpch__) || defined (__xlC__)
#  define VECTORCODE
#endif

#if defined (VECTORCODE)
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#if  defined  (INT32)
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#  define  GRIBPACK     unsigned INT32
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#  define  PACK_GRIB    packInt32
#  define  UNPACK_GRIB  unpackInt32
#else
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#  define  GRIBPACK     unsigned INT64
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#  define  PACK_GRIB    packInt64
#  define  UNPACK_GRIB  unpackInt64
#endif
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#else
#  define  GRIBPACK     unsigned char
#endif
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#if defined (__ibm__) /* performance problems on IBM */
#ifndef DBL_IS_NAN
#  define DBL_IS_NAN(x)     ((x) != (x))
#endif
#else
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#ifndef DBL_IS_NAN
#if  defined  (HAVE_ISNAN)
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#  define DBL_IS_NAN(x)     (isnan(x))
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#elif  defined  (FP_NAN)
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#  define DBL_IS_NAN(x)     (fpclassify(x) == FP_NAN)
#else
#  define DBL_IS_NAN(x)     ((x) != (x))
#endif
#endif
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#endif
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#ifndef DBL_IS_EQUAL
/*#define DBL_IS_EQUAL(x,y) (!(x < y || y < x)) */
#  define DBL_IS_EQUAL(x,y) (DBL_IS_NAN(x)||DBL_IS_NAN(y)?(DBL_IS_NAN(x)&&DBL_IS_NAN(y)?1:0):!(x < y || y < x))
#endif

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#ifndef IS_EQUAL
#  define IS_NOT_EQUAL(x,y) (x < y || y < x)
#  define IS_EQUAL(x,y)     (!IS_NOT_EQUAL(x,y))
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#endif


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#define  JP23SET    0x7FFFFF  /* 2**23 - 1 (---> 8388607)  */

#define  POW_2_M24  0.000000059604644775390625  /*  pow(2.0, -24.0) */
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double intpow2(int x);

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int gribrec_len(int b1, int b2, int b3);
int correct_bdslen(int bdslen, long recsize, long gribpos);

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/* CDI converter routines */

/* param format:  DDDCCCNNN */

void    cdiDecodeParam(int param, int *dis, int *cat, int *num);
int     cdiEncodeParam(int dis, int cat, int num);

/* date format:  YYYYMMDD */
/* time format:  hhmmss   */

void    cdiDecodeDate(int date, int *year, int *month, int *day);
int     cdiEncodeDate(int year, int month, int day);

void    cdiDecodeTime(int time, int *hour, int *minute, int *second);
int     cdiEncodeTime(int hour, int minute, int second);

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extern FILE *grprsm;

extern int  GRB_Debug;

void   gprintf(const char *caller, const char *fmt, ...);

void   grsdef(void);

void   prtbin(int kin, int knbit, int *kout, int *kerr);
void   confp3(double pval, int *kexp, int *kmant, int kbits, int kround);
double decfp2(int kexp, int kmant);
void   ref2ibm(double *pref, int kbits);

void   scaleComplex(double *fpdata, int pcStart, int pcScale, int truncation);
void   scatterComplex(double *fpdata, int pcStart, int truncation, int dimSP);
void   scm0(double *pdl, double *pdr, double *pfl, double *pfr, int klg);
int    rowina2(double *p, int ko, int ki, double *pw,
	       int kcode, double msval, int *kret);
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int    rowina3(double *p, int ko, int ki, double *pw,
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	       int kcode, double msval, int *kret, int omisng, int operio, int oveggy);
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int    qu2reg2(double *pfield, int *kpoint, int klat, int klon,
	       double *ztemp, double msval, int *kret);
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int    qu2reg3(double *pfield, int *kpoint, int klat, int klon,
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	       double msval, int *kret, int omisng, int operio, int oveggy);
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#if  defined  (INT32)
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long   packInt32(unsigned INT32 *up, unsigned char *cp, long bc, long tc);
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#endif
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long   packInt64(unsigned INT64 *up, unsigned char *cp, long bc, long tc);
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#if  defined  (INT32)
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long   unpackInt32(unsigned char *cp, unsigned INT32 *up, long bc, long tc);
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#endif
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long   unpackInt64(unsigned char *cp, unsigned INT64 *up, long bc, long tc);
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void  gribEncode(int *isec0, int *isec1, int *isec2, double *fsec2, int *isec3,
		 double *fsec3, int *isec4, double *fsec4, int klenp, int *kgrib,
		 int kleng, int *kword, int efunc, int *kret);

void  gribDecode(int *isec0, int *isec1, int *isec2, double *fsec2, int *isec3,
		 double *fsec3, int *isec4, double *fsec4, int klenp, int *kgrib,
		 int kleng, int *kword, int dfunc, int *kret);

#endif  /* _GRIB_INT_H */
#ifndef _GRIBDECODE_H
#define _GRIBDECODE_H

#define  UNDEFINED          9.999e20


#define  GET_INT3(a,b,c)    ((1-(int) ((unsigned) (a & 128) >> 6)) * (int) (((a & 127) << 16)+(b<<8)+c))
#define  GET_INT2(a,b)      ((1-(int) ((unsigned) (a & 128) >> 6)) * (int) (((a & 127) << 8) + b))
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#define  GET_INT1(a)        ((1-(int) ((unsigned) (a & 128) >> 6)) * (int) (a&127))
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/* this requires a 32-bit default integer machine */
#define  GET_UINT4(a,b,c,d) ((int) ((a << 24) + (b << 16) + (c << 8) + (d)))
#define  GET_UINT3(a,b,c)   ((int) ((a << 16) + (b << 8)  + (c)))
#define  GET_UINT2(a,b)     ((int) ((a << 8)  + (b)))
#define  GET_UINT1(a)       ((int)  (a))

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#define  BUDG_START(s)      (s[0]=='B' && s[1]=='U' && s[2]=='D' && s[3]=='G')
#define  TIDE_START(s)      (s[0]=='T' && s[1]=='I' && s[2]=='D' && s[3]=='E')
#define  GRIB_START(s)      (s[0]=='G' && s[1]=='R' && s[2]=='I' && s[3]=='B')
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#define  GRIB_FIN(s)        (s[0]=='7' && s[1]=='7' && s[2]=='7' && s[3]=='7')
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/* GRIB1 Section 0: Indicator Section (IS) */
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#define  GRIB1_SECLEN(s)     GET_INT3(s[ 4], s[ 5], s[ 6])
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#define  GRIB_EDITION(s)     GET_UINT1(s[ 7])
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/* GRIB1 Section 1: Product Definition Section (PDS) */
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#define  PDS_Len             GET_UINT3(pds[ 0], pds[ 1], pds[ 2])
#define  PDS_CodeTable       GET_UINT1(pds[ 3])
#define  PDS_CenterID        GET_UINT1(pds[ 4])
#define  PDS_ModelID         GET_UINT1(pds[ 5])
#define  PDS_GridDefinition  GET_UINT1(pds[ 6])
#define  PDS_Sec2Or3Flag     GET_UINT1(pds[ 7])
#define  PDS_HAS_GDS         ((pds[7] & 128) != 0)
#define  PDS_HAS_BMS         ((pds[7] &  64) != 0)
#define  PDS_Parameter       GET_UINT1(pds[ 8])
#define  PDS_LevelType       GET_UINT1(pds[ 9])
#define  PDS_Level1          (pds[10])
#define  PDS_Level2	     (pds[11])
#define  PDS_Level	     GET_UINT2(pds[10], pds[11])
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#define  PDS_Year            GET_INT1(pds[12])
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#define  PDS_Month           GET_UINT1(pds[13])
#define  PDS_Day             GET_UINT1(pds[14])
#define  PDS_Hour            GET_UINT1(pds[15])
#define  PDS_Minute          GET_UINT1(pds[16])
#define  PDS_Date            (PDS_Year*10000+PDS_Month*100+PDS_Day)
#define  PDS_Time            (PDS_Hour*100+PDS_Minute)
#define  PDS_TimeUnit        GET_UINT1(pds[17])
#define  PDS_TimePeriod1     GET_UINT1(pds[18])
#define  PDS_TimePeriod2     GET_UINT1(pds[19])
#define  PDS_TimeRange       GET_UINT1(pds[20])
#define  PDS_AvgNum          GET_UINT2(pds[21], pds[22])
#define  PDS_AvgMiss         GET_UINT1(pds[23])
#define  PDS_Century         GET_UINT1(pds[24])
#define  PDS_Subcenter       GET_UINT1(pds[25])
#define  PDS_DecimalScale    GET_INT2(pds[26],pds[27])


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/* GRIB1 Section 2: Grid Description Section (GDS) */
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#define  GDS_Len             ((gds) == NULL ? 0 : GET_UINT3(gds[ 0], gds[ 1], gds[ 2]))
#define  GDS_NV              GET_UINT1(gds[ 3])
#define  GDS_PVPL            GET_UINT1(gds[ 4])
#define  GDS_PV	             ((gds[3] == 0) ? -1 : (int) gds[4] - 1)
#define  GDS_PL	             ((gds[4] == 255) ? -1 : (int) gds[3] * 4 + (int) gds[4] - 1)
#define  GDS_GridType        GET_UINT1(gds[ 5])


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/* GRIB1 Triangular grid of DWD */
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#define  GDS_GME_NI2         GET_UINT2(gds[ 6], gds[ 7])
#define  GDS_GME_NI3         GET_UINT2(gds[ 8], gds[ 9])
#define  GDS_GME_ND          GET_UINT3(gds[10], gds[11], gds[12])
#define  GDS_GME_NI          GET_UINT3(gds[13], gds[14], gds[15])
#define  GDS_GME_AFlag       GET_UINT1(gds[16])
#define  GDS_GME_LatPP       GET_INT3(gds[17], gds[18], gds[19])
#define  GDS_GME_LonPP       GET_INT3(gds[20], gds[21], gds[22])
#define  GDS_GME_LonMPL      GET_INT3(gds[23], gds[24], gds[25])
#define  GDS_GME_BFlag       GET_UINT1(gds[27])

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/* GRIB1 Spectral */
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#define  GDS_PentaJ          GET_UINT2(gds[ 6], gds[ 7])
#define  GDS_PentaK          GET_UINT2(gds[ 8], gds[ 9])
#define  GDS_PentaM          GET_UINT2(gds[10], gds[11])
#define  GDS_RepType         GET_UINT1(gds[12])
#define  GDS_RepMode         GET_UINT1(gds[13])

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/* GRIB1 Regular grid */
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#define  GDS_NumLon          GET_UINT2(gds[ 6], gds[ 7])
#define  GDS_NumLat          GET_UINT2(gds[ 8], gds[ 9])
#define  GDS_FirstLat        GET_INT3(gds[10], gds[11], gds[12])
#define  GDS_FirstLon        GET_INT3(gds[13], gds[14], gds[15])
#define  GDS_ResFlag         GET_UINT1(gds[16])
#define  GDS_LastLat         GET_INT3(gds[17], gds[18], gds[19])
#define  GDS_LastLon         GET_INT3(gds[20], gds[21], gds[22])
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#define  GDS_LonIncr         GET_UINT2(gds[23], gds[24])
#define  GDS_LatIncr         GET_UINT2(gds[25], gds[26])
#define  GDS_NumPar          GET_UINT2(gds[25], gds[26])
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#define  GDS_ScanFlag        GET_UINT1(gds[27])
#define  GDS_LatSP           GET_INT3(gds[32], gds[33], gds[34])
#define  GDS_LonSP           GET_INT3(gds[35], gds[36], gds[37])
#define  GDS_RotAngle        GET_Real(&(gds[38]))

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/* GRIB1 Lambert */
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#define  GDS_Lambert_Lov     GET_INT3(gds[17], gds[18], gds[19])
#define  GDS_Lambert_dx	     GET_INT3(gds[20], gds[21], gds[22])
#define  GDS_Lambert_dy	     GET_INT3(gds[23], gds[24], gds[25])
#define  GDS_Lambert_ProjFlag GET_UINT1(gds[26])
#define  GDS_Lambert_LatS1   GET_INT3(gds[28], gds[29], gds[30])
#define  GDS_Lambert_LatS2   GET_INT3(gds[31], gds[32], gds[33])
#define  GDS_Lambert_LatSP   GET_INT3(gds[34], gds[35], gds[36])
#define  GDS_Lambert_LonSP   GET_INT3(gds[37], gds[37], gds[37])
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/* GRIB1 Section 3: Bit Map Section (BMS) */
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#define  BMS_Len	     ((bms) == NULL ? 0 : (int) (bms[0]<<16)+(bms[1]<<8)+bms[2])
#define  BMS_UnusedBits      (bms[3])
#define  BMS_Numeric         
#define  BMS_Bitmap	     ((bms) == NULL ? NULL : (bms)+6)
#define  BMS_BitmapSize      (((((bms[0]<<16)+(bms[1]<<8)+bms[2]) - 6)<<3) - bms[3])

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/* GRIB1 Section 4: Binary Data Section (BDS) */
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#define  BDS_Len	    ((int) ((bds[0]<<16)+(bds[1]<<8)+bds[2]))
#define  BDS_Flag	    (bds[3])
#define  BDS_BinScale       GET_INT2(bds[ 4], bds[ 5])
#define  BDS_RefValue       decfp2((int)bds[ 6], GET_UINT3(bds[ 7], bds[ 8], bds[ 9]))
#define  BDS_NumBits        ((int) bds[10])
#define  BDS_RealCoef       decfp2((int)bds[zoff+11], GET_UINT3(bds[zoff+12], bds[zoff+13], bds[zoff+14]))
#define  BDS_Power          GET_INT2(bds[13], bds[14])
#define  BDS_Z              (bds[13])

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/* GRIB1 Section 5: End Section (ES) */

/* GRIB2 */

#define  GRIB2_SECLEN(section)   (GET_UINT4(section[0], section[1], section[2], section[3]))
#define  GRIB2_SECNUM(section)   (GET_UINT1(section[4]))
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#endif  /* _GRIBDECODE_H */
#ifndef _GRIBENCODE_H
#define _GRIBENCODE_H


#define PutnZero(n) \
{ \
  int i; \
  for ( i = z; i < z+n; i++ ) lGrib[i] = 0; \
  z += n; \
}

#define Put1Byte(Value)  (lGrib[z++] = (Value))
#define Put2Byte(Value) ((lGrib[z++] = (Value) >>  8), \
                         (lGrib[z++] = (Value)))
#define Put3Byte(Value) ((lGrib[z++] = (Value) >> 16), \
                         (lGrib[z++] = (Value) >>  8), \
                         (lGrib[z++] = (Value)))
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#define Put4Byte(Value) ((lGrib[z++] = (Value) >> 24), \
                         (lGrib[z++] = (Value) >> 16), \
                         (lGrib[z++] = (Value) >>  8), \
                         (lGrib[z++] = (Value)))
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#define Put1Int(Value)  {ival = Value; if ( ival < 0 ) ival =     128 - ival; Put1Byte(ival);}
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#define Put3Int(Value)  {ival = Value; if ( ival < 0 ) ival = 8388608 - ival; Put3Byte(ival);}

#define Put1Real(Value)          \
{                                \
  confp3(Value, &exponent, &mantissa, BitsPerInt, 1); \
  Put1Byte(exponent);            \
  Put3Byte(mantissa);            \
}

#endif  /* _GRIBENCODE_H */


double _pow2tab[158] = {
 /* pow(2.0,  0.0) */  1.0,
 /* pow(2.0,  1.0) */  2.0,
 /* pow(2.0,  2.0) */  4.0,
 /* pow(2.0,  3.0) */  8.0,
 /* pow(2.0,  4.0) */  16.0,
 /* pow(2.0,  5.0) */  32.0,
 /* pow(2.0,  6.0) */  64.0,
 /* pow(2.0,  7.0) */  128.0,
 /* pow(2.0,  8.0) */  256.0,
 /* pow(2.0,  9.0) */  512.0,
 /* pow(2.0, 10.0) */  1024.0,
 /* pow(2.0, 11.0) */  2048.0,
 /* pow(2.0, 12.0) */  4096.0,
 /* pow(2.0, 13.0) */  8192.0,
 /* pow(2.0, 14.0) */  16384.0,
 /* pow(2.0, 15.0) */  32768.0,
 /* pow(2.0, 16.0) */  65536.0,
 /* pow(2.0, 17.0) */  131072.0,
 /* pow(2.0, 18.0) */  262144.0,
 /* pow(2.0, 19.0) */  524288.0,
 /* pow(2.0, 20.0) */  1048576.0,
 /* pow(2.0, 21.0) */  2097152.0,
 /* pow(2.0, 22.0) */  4194304.0,
 /* pow(2.0, 23.0) */  8388608.0,
 /* pow(2.0, 24.0) */  16777216.0,
 /* pow(2.0, 25.0) */  33554432.0,
 /* pow(2.0, 26.0) */  67108864.0,
 /* pow(2.0, 27.0) */  134217728.0,
 /* pow(2.0, 28.0) */  268435456.0,
 /* pow(2.0, 29.0) */  536870912.0,
 /* pow(2.0, 30.0) */  1073741824.0,
 /* pow(2.0, 31.0) */  2147483648.0,
 /* pow(2.0, 32.0) */  4294967296.0,
 /* pow(2.0, 33.0) */  8589934592.0,
 /* pow(2.0, 34.0) */  17179869184.0,
 /* pow(2.0, 35.0) */  34359738368.0,
 /* pow(2.0, 36.0) */  68719476736.0,
 /* pow(2.0, 37.0) */  137438953472.0,
 /* pow(2.0, 38.0) */  274877906944.0,
 /* pow(2.0, 39.0) */  549755813888.0,
 /* pow(2.0, 40.0) */  1099511627776.0,
 /* pow(2.0, 41.0) */  2199023255552.0,
 /* pow(2.0, 42.0) */  4398046511104.0,
 /* pow(2.0, 43.0) */  8796093022208.0,
 /* pow(2.0, 44.0) */  17592186044416.0,
 /* pow(2.0, 45.0) */  35184372088832.0,
 /* pow(2.0, 46.0) */  70368744177664.0,
 /* pow(2.0, 47.0) */  140737488355328.0,
 /* pow(2.0, 48.0) */  281474976710656.0,
 /* pow(2.0, 49.0) */  562949953421312.0,
 /* pow(2.0, 50.0) */  1125899906842624.0,
 /* pow(2.0, 51.0) */  2251799813685248.0,
 /* pow(2.0, 52.0) */  4503599627370496.0,
 /* pow(2.0, 53.0) */  9007199254740992.0,
 /* pow(2.0, 54.0) */  18014398509481984.0,
 /* pow(2.0, 55.0) */  36028797018963968.0,
 /* pow(2.0, 56.0) */  72057594037927936.0,
 /* pow(2.0, 57.0) */  144115188075855872.0,
 /* pow(2.0, 58.0) */  288230376151711744.0,
 /* pow(2.0, 59.0) */  576460752303423488.0,
 /* pow(2.0, 60.0) */  1152921504606846976.0,
 /* pow(2.0, 61.0) */  2305843009213693952.0,
 /* pow(2.0, 62.0) */  4611686018427387904.0,
 /* pow(2.0, 63.0) */  9223372036854775808.0,
 /* pow(2.0, 64.0) */  18446744073709551616.0,
 /* pow(2.0, 65.0) */  36893488147419103232.0,
 /* pow(2.0, 66.0) */  73786976294838206464.0,
 /* pow(2.0, 67.0) */  147573952589676412928.0,
 /* pow(2.0, 68.0) */  295147905179352825856.0,
 /* pow(2.0, 69.0) */  590295810358705651712.0,
 /* pow(2.0, 70.0) */  1180591620717411303424.0,
 /* pow(2.0, 71.0) */  2361183241434822606848.0,
 /* pow(2.0, 72.0) */  4722366482869645213696.0,
 /* pow(2.0, 73.0) */  9444732965739290427392.0,
 /* pow(2.0, 74.0) */  18889465931478580854784.0,
 /* pow(2.0, 75.0) */  37778931862957161709568.0,
 /* pow(2.0, 76.0) */  75557863725914323419136.0,
 /* pow(2.0, 77.0) */  151115727451828646838272.0,
 /* pow(2.0, 78.0) */  302231454903657293676544.0,
 /* pow(2.0, 79.0) */  604462909807314587353088.0,
 /* pow(2.0, 80.0) */  1208925819614629174706176.0,
 /* pow(2.0, 81.0) */  2417851639229258349412352.0,
 /* pow(2.0, 82.0) */  4835703278458516698824704.0,
 /* pow(2.0, 83.0) */  9671406556917033397649408.0,
 /* pow(2.0, 84.0) */  19342813113834066795298816.0,
 /* pow(2.0, 85.0) */  38685626227668133590597632.0,
 /* pow(2.0, 86.0) */  77371252455336267181195264.0,
 /* pow(2.0, 87.0) */  154742504910672534362390528.0,
 /* pow(2.0, 88.0) */  309485009821345068724781056.0,
 /* pow(2.0, 89.0) */  618970019642690137449562112.0,
 /* pow(2.0, 90.0) */  1237940039285380274899124224.0,
 /* pow(2.0, 91.0) */  2475880078570760549798248448.0,
 /* pow(2.0, 92.0) */  4951760157141521099596496896.0,
 /* pow(2.0, 93.0) */  9903520314283042199192993792.0,
 /* pow(2.0, 94.0) */  19807040628566084398385987584.0,
 /* pow(2.0, 95.0) */  39614081257132168796771975168.0,
 /* pow(2.0, 96.0) */  79228162514264337593543950336.0,
 /* pow(2.0, 97.0) */  158456325028528675187087900672.0,
 /* pow(2.0, 98.0) */  316912650057057350374175801344.0,
 /* pow(2.0, 99.0) */  633825300114114700748351602688.0,
 /* pow(2.0, 100.0) */  1267650600228229401496703205376.0,
 /* pow(2.0, 101.0) */  2535301200456458802993406410752.0,
 /* pow(2.0, 102.0) */  5070602400912917605986812821504.0,
 /* pow(2.0, 103.0) */  10141204801825835211973625643008.0,
 /* pow(2.0, 104.0) */  20282409603651670423947251286016.0,
 /* pow(2.0, 105.0) */  40564819207303340847894502572032.0,
 /* pow(2.0, 106.0) */  81129638414606681695789005144064.0,
 /* pow(2.0, 107.0) */  162259276829213363391578010288128.0,
 /* pow(2.0, 108.0) */  324518553658426726783156020576256.0,
 /* pow(2.0, 109.0) */  649037107316853453566312041152512.0,
 /* pow(2.0, 110.0) */  1298074214633706907132624082305024.0,
 /* pow(2.0, 111.0) */  2596148429267413814265248164610048.0,
 /* pow(2.0, 112.0) */  5192296858534827628530496329220096.0,
 /* pow(2.0, 113.0) */  10384593717069655257060992658440192.0,
 /* pow(2.0, 114.0) */  20769187434139310514121985316880384.0,
 /* pow(2.0, 115.0) */  41538374868278621028243970633760768.0,
 /* pow(2.0, 116.0) */  83076749736557242056487941267521536.0,
 /* pow(2.0, 117.0) */  166153499473114484112975882535043072.0,
 /* pow(2.0, 118.0) */  332306998946228968225951765070086144.0,
 /* pow(2.0, 119.0) */  664613997892457936451903530140172288.0,
 /* pow(2.0, 120.0) */  1329227995784915872903807060280344576.0,
 /* pow(2.0, 121.0) */  2658455991569831745807614120560689152.0,
 /* pow(2.0, 122.0) */  5316911983139663491615228241121378304.0,
 /* pow(2.0, 123.0) */  10633823966279326983230456482242756608.0,
 /* pow(2.0, 124.0) */  21267647932558653966460912964485513216.0,
 /* pow(2.0, 125.0) */  42535295865117307932921825928971026432.0,
 /* pow(2.0, 126.0) */  85070591730234615865843651857942052864.0,
 /* pow(2.0, 127.0) */  170141183460469231731687303715884105728.0,
 /* pow(2.0, 128.0) */  340282366920938463463374607431768211456.0,
 /* pow(2.0, 129.0) */  680564733841876926926749214863536422912.0,
 /* pow(2.0, 130.0) */  1361129467683753853853498429727072845824.0,
 /* pow(2.0, 131.0) */  2722258935367507707706996859454145691648.0,
 /* pow(2.0, 132.0) */  5444517870735015415413993718908291383296.0,
 /* pow(2.0, 133.0) */  10889035741470030830827987437816582766592.0,
 /* pow(2.0, 134.0) */  21778071482940061661655974875633165533184.0,
 /* pow(2.0, 135.0) */  43556142965880123323311949751266331066368.0,
 /* pow(2.0, 136.0) */  87112285931760246646623899502532662132736.0,
 /* pow(2.0, 137.0) */  174224571863520493293247799005065324265472.0,
 /* pow(2.0, 138.0) */  348449143727040986586495598010130648530944.0,
 /* pow(2.0, 139.0) */  696898287454081973172991196020261297061888.0,
 /* pow(2.0, 140.0) */  1393796574908163946345982392040522594123776.0,
 /* pow(2.0, 141.0) */  2787593149816327892691964784081045188247552.0,
 /* pow(2.0, 142.0) */  5575186299632655785383929568162090376495104.0,
 /* pow(2.0, 143.0) */  11150372599265311570767859136324180752990208.0,
 /* pow(2.0, 144.0) */  22300745198530623141535718272648361505980416.0,
 /* pow(2.0, 145.0) */  44601490397061246283071436545296723011960832.0,
 /* pow(2.0, 146.0) */  89202980794122492566142873090593446023921664.0,
 /* pow(2.0, 147.0) */  178405961588244985132285746181186892047843328.0,
 /* pow(2.0, 148.0) */  356811923176489970264571492362373784095686656.0,
 /* pow(2.0, 149.0) */  713623846352979940529142984724747568191373312.0,
 /* pow(2.0, 150.0) */  1427247692705959881058285969449495136382746624.0,
 /* pow(2.0, 151.0) */  2854495385411919762116571938898990272765493248.0,
 /* pow(2.0, 152.0) */  5708990770823839524233143877797980545530986496.0,
 /* pow(2.0, 153.0) */  11417981541647679048466287755595961091061972992.0,
 /* pow(2.0, 154.0) */  22835963083295358096932575511191922182123945984.0,
 /* pow(2.0, 155.0) */  45671926166590716193865151022383844364247891968.0,
 /* pow(2.0, 156.0) */  91343852333181432387730302044767688728495783936.0,
 /* pow(2.0, 157.0) */  182687704666362864775460604089535377456991567872.0,
};


double _pow16tab[71] = {
 /* pow(16.0,  0.0) */  1.0,
 /* pow(16.0,  1.0) */  16.0,
 /* pow(16.0,  2.0) */  256.0,
 /* pow(16.0,  3.0) */  4096.0,
 /* pow(16.0,  4.0) */  65536.0,
 /* pow(16.0,  5.0) */  1048576.0,
 /* pow(16.0,  6.0) */  16777216.0,
 /* pow(16.0,  7.0) */  268435456.0,
 /* pow(16.0,  8.0) */  4294967296.0,
 /* pow(16.0,  9.0) */  68719476736.0,
 /* pow(16.0, 10.0) */  1099511627776.0,
 /* pow(16.0, 11.0) */  17592186044416.0,
 /* pow(16.0, 12.0) */  281474976710656.0,
 /* pow(16.0, 13.0) */  4503599627370496.0,
 /* pow(16.0, 14.0) */  72057594037927936.0,
 /* pow(16.0, 15.0) */  1152921504606846976.0,
 /* pow(16.0, 16.0) */  18446744073709551616.0,
 /* pow(16.0, 17.0) */  295147905179352825856.0,
 /* pow(16.0, 18.0) */  4722366482869645213696.0,
 /* pow(16.0, 19.0) */  75557863725914323419136.0,
 /* pow(16.0, 20.0) */  1208925819614629174706176.0,
 /* pow(16.0, 21.0) */  19342813113834066795298816.0,
 /* pow(16.0, 22.0) */  309485009821345068724781056.0,
 /* pow(16.0, 23.0) */  4951760157141521099596496896.0,
 /* pow(16.0, 24.0) */  79228162514264337593543950336.0,
 /* pow(16.0, 25.0) */  1267650600228229401496703205376.0,
 /* pow(16.0, 26.0) */  20282409603651670423947251286016.0,
 /* pow(16.0, 27.0) */  324518553658426726783156020576256.0,
 /* pow(16.0, 28.0) */  5192296858534827628530496329220096.0,
 /* pow(16.0, 29.0) */  83076749736557242056487941267521536.0,
 /* pow(16.0, 30.0) */  1329227995784915872903807060280344576.0,
 /* pow(16.0, 31.0) */  21267647932558653966460912964485513216.0,
 /* pow(16.0, 32.0) */  340282366920938463463374607431768211456.0,
 /* pow(16.0, 33.0) */  5444517870735015415413993718908291383296.0,
 /* pow(16.0, 34.0) */  87112285931760246646623899502532662132736.0,
 /* pow(16.0, 35.0) */  1393796574908163946345982392040522594123776.0,
 /* pow(16.0, 36.0) */  22300745198530623141535718272648361505980416.0,
 /* pow(16.0, 37.0) */  356811923176489970264571492362373784095686656.0,
 /* pow(16.0, 38.0) */  5708990770823839524233143877797980545530986496.0,
 /* pow(16.0, 39.0) */  91343852333181432387730302044767688728495783936.0,
 /* pow(16.0, 40.0) */  1461501637330902918203684832716283019655932542976.0,
 /* pow(16.0, 41.0) */  23384026197294446691258957323460528314494920687616.0,
 /* pow(16.0, 42.0) */  374144419156711147060143317175368453031918731001856.0,
 /* pow(16.0, 43.0) */  5986310706507378352962293074805895248510699696029696.0,
 /* pow(16.0, 44.0) */  95780971304118053647396689196894323976171195136475136.0,
 /* pow(16.0, 45.0) */  1532495540865888858358347027150309183618739122183602176.0,
 /* pow(16.0, 46.0) */  24519928653854221733733552434404946937899825954937634816.0,
 /* pow(16.0, 47.0) */  392318858461667547739736838950479151006397215279002157056.0,
 /* pow(16.0, 48.0) */  6277101735386680763835789423207666416102355444464034512896.0,
 /* pow(16.0, 49.0) */  100433627766186892221372630771322662657637687111424552206336.0,
 /* pow(16.0, 50.0) */  1606938044258990275541962092341162602522202993782792835301376.0,
 /* pow(16.0, 51.0) */  25711008708143844408671393477458601640355247900524685364822016.0,
 /* pow(16.0, 52.0) */  411376139330301510538742295639337626245683966408394965837152256.0,
 /* pow(16.0, 53.0) */  6582018229284824168619876730229402019930943462534319453394436096.0,
 /* pow(16.0, 54.0) */  105312291668557186697918027683670432318895095400549111254310977536.0,
 /* pow(16.0, 55.0) */  1684996666696914987166688442938726917102321526408785780068975640576.0,
 /* pow(16.0, 56.0) */  26959946667150639794667015087019630673637144422540572481103610249216.0,
 /* pow(16.0, 57.0) */  431359146674410236714672241392314090778194310760649159697657763987456.0,
 /* pow(16.0, 58.0) */  6901746346790563787434755862277025452451108972170386555162524223799296.0,
 /* pow(16.0, 59.0) */  110427941548649020598956093796432407239217743554726184882600387580788736.0,
 /* pow(16.0, 60.0) */  1766847064778384329583297500742918515827483896875618958121606201292619776.0,
 /* pow(16.0, 61.0) */  28269553036454149273332760011886696253239742350009903329945699220681916416.0,
 /* pow(16.0, 62.0) */  452312848583266388373324160190187140051835877600158453279131187530910662656.0,
 /* pow(16.0, 63.0) */  7237005577332262213973186563042994240829374041602535252466099000494570602496.0,
 /* pow(16.0, 64.0) */  115792089237316195423570985008687907853269984665640564039457584007913129639936.0,
 /* pow(16.0, 65.0) */  1852673427797059126777135760139006525652319754650249024631321344126610074238976.0,
 /* pow(16.0, 66.0) */  29642774844752946028434172162224104410437116074403984394101141506025761187823616.0,
 /* pow(16.0, 67.0) */  474284397516047136454946754595585670566993857190463750305618264096412179005177856.0,
 /* pow(16.0, 68.0) */  7588550360256754183279148073529370729071901715047420004889892225542594864082845696.0,
 /* pow(16.0, 69.0) */  121416805764108066932466369176469931665150427440758720078238275608681517825325531136.0,
 /* pow(16.0, 70.0) */  1942668892225729070919461906823518906642406839052139521251812409738904285205208498176.0,
};

static int _pow2tab_size = sizeof(_pow2tab)/sizeof(double);

void gen_pow2tab(void)
{
  int jloop;

  for ( jloop = 0; jloop < 158; jloop++ )
    printf(" /* pow(2.0, %2d.0) */  %.1f,\n", jloop,  pow(2.0, (double) jloop));
}


void gen_pow16tab(void)
{
  double pval;
  int iexp;

  for ( iexp = 0; iexp < 71; iexp++ )
    {
      pval = pow(16.0, (double)(iexp));
      printf(" /* pow(16.0, %2d.0) */  %.1f,\n", iexp, pval);
    }
}


double intpow2(int x)
{
  if ( x < _pow2tab_size )
    return (_pow2tab[x]);
  else
    return (pow(2.0, (double) x));
}

#define  NINT(x)  ((x) < 0 ? (int)((x)-.5) : (int)((x)+.5))


void confp3(double pval, int *kexp, int *kmant, int kbits, int kround)
{
  /*

    Purpose:
    --------

    Convert floating point number from machine
    representation to GRIB representation.

    Input Parameters:
    -----------------

       pval    - Floating point number to be converted.
       kbits   - Number of bits in computer word.
       kround  - Conversion type.
                 0 , Closest number in GRIB format less than
                     original number.
                 1 , Closest number in GRIB format to the
                     original number (equal to, greater than or
                     less than original number).

    Output Parameters:
    ------------------

       kexp    - 8 Bit signed exponent.
       kmant   - 24 Bit mantissa.

    Method:
    -------

    Floating point number represented as 8 bit signed
    exponent and 24 bit mantissa in integer values.

    Externals.
    ----------

    decfp2    - Decode from IBM floating point format.

    Reference:
    ----------

    WMO Manual on Codes re GRIB representation.

    Comments:
    ---------

    Routine aborts if an invalid conversion type parameter
    is used or if a 24 bit mantissa is not produced.

    Author:
    -------
     
    John Hennessy   ECMWF   18.06.91

    Modifications:
    --------------

    Uwe Schulzweida   MPIfM   01/04/2001

    Convert to C from EMOS library version 130

    Uwe Schulzweida   MPIfM   02/08/2002

     - speed up by factor 1.6 on NEC SX6
        - replace 1.0 / pow(16.0, (double)(iexp - 70)) by rpow16m70tab[iexp]
  */

  static char func[] = "confp3";
  double zval, rpowref;
  double zref, zeps;
  int iexp, isign;
  int iround;
  extern int GRB_Debug;
  extern double _pow16tab[71];

  /* ----------------------------------------------------------------- */
  /*   Section 1 . Initialise                                          */
  /* ----------------------------------------------------------------- */

  /*  Check conversion type parameter. */

  iround = kround;
  if ( iround != 0 && iround != 1 )
    {
      Error(func, "Invalid conversion type = %d", iround);

      /*  If not aborting, arbitrarily set rounding to 'up'. */
     iround = 1;
    }

  /* ----------------------------------------------------------------- */
  /*   Section 2 . Convert value of zero.                              */
  /* ----------------------------------------------------------------- */

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  if ( ! (fabs(pval) > 0))
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    {
      *kexp  = 0;
      *kmant = 0;
      iexp   = 0;
      isign  = 0;
      goto LABEL900;
    }

  /* ----------------------------------------------------------------- */
  /*   Section 3 . Convert other values.                               */
  /* ----------------------------------------------------------------- */

  zeps = 1.0e-12;
  if ( kbits == 32 ) zeps = 1.0e-8;
  zref = pval;

  /*  Sign of value. */

  isign = 0;
  if ( zref < 0.0 )
    {
      isign = 128;
      zref  = - zref;
    }

  /*  Exponent. */

  iexp = (int) (log(zref)/log(16.0) + 65.0 + zeps);

  /* only ANSI C99 has log2 */
  /* iexp = (int) (log2(zref) * 0.25 + 65.0 + zeps); */

  if ( iexp < 0   ) iexp = 0;
  if ( iexp > 127 ) iexp = 127;

  /*
  rpowref = zref / pow(16.0, (double)(iexp - 70));
  */

  if ( (iexp - 70) < 0 )
    rpowref = zref * _pow16tab[-(iexp - 70)];
  else
    rpowref = zref / _pow16tab[(iexp - 70)];

  /*  Mantissa. */

  if ( iround == 0 )
    {
      /*  Closest number in GRIB format less than original number. */
      /*  Truncate for positive numbers. */
      /*  Round up for negative numbers. */

      if ( isign == 0 )
	*kmant = (int) rpowref;
      else
	*kmant = NINT(rpowref + 0.5);
    }
  else
    {
      /*  Closest number in GRIB format to the original number   */
      /*  (equal to, greater than or less than original number). */

      *kmant = NINT(rpowref);
    }

  /*  Check that mantissa value does not exceed 24 bits. */
  /*  If it does, adjust the exponent upwards and recalculate */
  /*  the mantissa. */
  /*  16777215 = 2**24 - 1 */

  if ( *kmant > 16777215 )
    {

    LABEL350:

      ++iexp;

      /*  Check for exponent overflow during adjustment  */

      if ( iexp > 127 )
	{
          Message(func, "Exponent overflow");
          Message(func, "Original number = %30.20f", pval);
          Message(func, "Sign = %3d, Exponent = %3d, Mantissa = %12d",
		  isign, iexp, *kmant);

	  Error(func, "Exponent overflow");

	  /*  If not aborting, arbitrarily set value to zero  */

          Message(func, "Value arbitrarily set to zero.");
          *kexp  = 0;
          *kmant = 0;
          iexp  = 0;
          isign = 0;
          goto LABEL900;
	}

      if ( (iexp - 70) < 0 )
	rpowref = zref * _pow16tab[-(iexp - 70)];
      else
	rpowref = zref / _pow16tab[(iexp - 70)];

      if ( iround == 0 )
	{
	  /*  Closest number in GRIB format less than original number. */
	  /*  Truncate for positive numbers. */
	  /*  Round up for negative numbers. */

	  if ( isign == 0 )
	    *kmant = (int) rpowref;
	  else
	    *kmant = NINT(rpowref + 0.5);
	}
      else
	{
	  /*  Closest number in GRIB format to the original number */
	  /*  (equal to, greater or less than original number). */

	  *kmant = NINT(rpowref);
	}

      /*  Repeat calculation (with modified exponent) if still have */
      /*  mantissa overflow. */

      if ( *kmant > 16777215 ) goto LABEL350;
    }

  /*  Add sign bit to exponent. */

  *kexp = iexp + isign;

  /* ----------------------------------------------------------------- */
  /*   Section 9. Return                                               */
  /* ----------------------------------------------------------------- */

LABEL900:

  if ( GRB_Debug )
    {
      Message(func, "Conversion type parameter = %4d", kround);
      Message(func, "Original number = %30.20f", pval);

      zval = decfp2(*kexp, *kmant);

      Message(func, "Converted to      %30.20f", zval);
      Message(func, "Sign = %3d, Exponent = %3d, Mantissa = %12d",
	      isign, iexp, *kmant);
    }

  return;
} /* confp3 */


double decfp2(int kexp, int kmant)
{
  /*

    Purpose:
    --------

    Convert GRIB representation of a floating point
    number to machine representation.

    Input Parameters:
    -----------------

    kexp    - 8 Bit signed exponent.
    kmant   - 24 Bit mantissa.

    Output Parameters:
    ------------------

    Return value   - Floating point number represented
                     by kexp and kmant.

    Method:
    -------

    Floating point number represented as 8 bit exponent
    and 24 bit mantissa in integer values converted to
    machine floating point format.

    Externals:
    ----------

    None.

    Reference:
    ----------

    WMO Manual on Codes re GRIB representation.

    Comments:
    ---------

    Rewritten from DECFP, to conform to programming standards.
    Sign bit on 0 value now ignored, if present.
    If using 32 bit reals, check power of 16 is not so small as to
    cause overflows (underflows!); this causes warning to be given
    on Fujitsus.

    Author:
    -------

    John Hennessy   ECMWF   18.06.91

    Modifications:
    --------------

    Uwe Schulzweida   MPIfM   01/04/2001

     - Convert to C from EMOS library version 130
     
    Uwe Schulzweida   MPIfM   02/08/2002

     - speed up by factor 2 on NEC SX6
        - replace pow(2.0, -24.0) by constant POW_2_M24
        - replace pow(16.0, (double)(iexp - 64)) by pow16m64tab[iexp]
  */

  static char func[] = "decfp2";
  double pval;
  int iexp, isign;
  extern int GRB_Debug;
  extern double _pow16tab[71];
  
  /* ----------------------------------------------------------------- */
  /*   Section 1 . Convert value of 0.0. Ignore sign bit.              */
  /* ----------------------------------------------------------------- */

  if ( GRB_Debug ) Message(func, "KEXP = %d  KMANT = %d", kexp, kmant);
  /*
  if ( (kexp == 128 || kexp == 0) && kmant == 0 )
  */
  if ( (kexp == 128) || (kexp == 0) || (kexp == 255) )
    {
      pval = 0.0;
      goto LABEL900;
    }

  /* ----------------------------------------------------------------- */
  /*   Section 2 . Convert other values.                               */
  /* ----------------------------------------------------------------- */

  /*  Sign of value. */

  iexp  = kexp;
  isign = 1;

  if ( iexp >= 128 )
    {
      iexp -= 128;
      isign = -1;
    }

  /*  Decode value. */

  /* pval = isign * pow(2.0, -24.0) * kmant * pow(16.0, (double)(iexp - 64)); */

  iexp -= 64;

  if ( iexp < 0 )
    pval = 1./_pow16tab[-iexp];
  else
    pval = _pow16tab[iexp];

  pval *= isign * POW_2_M24 * kmant;

  /* ----------------------------------------------------------------- */
  /*   Section 9. Return to calling routine.                           */
  /* ----------------------------------------------------------------- */

LABEL900:

  if ( GRB_Debug ) Message(func, "Returned value = %f", pval);

  return (pval);
} /* decfp2 */




int gribRefDate(int *isec1)
{
  int date, ryear, rmonth, rday;
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  int century;