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Hi, I found the ut_compare() function, as currently existing the the udunits2 library, to be too strict for my needs. In particular, for some units, the comparison between the original unit and a back-and-forth transformation to text expression fails. In other words : for some values of unit, ut_compare(unit, (ut_parse(ut_format(unit))) != 0. I know that a decimal textual representation of a real number cannot be exact, but I believe that we can safely assume that two units whose relative difference is less than 10^-8 or 10^-10 are identical. So, I wrote my own, more tolerant, ut_compare function (see attached source code). My questions are : - is this pernickety behaviour intended, or did someone just wrote the test "a==b" for floating-point values instead of the usual approximate test ? - Am I the only one interested in a more lenient version of ut_compare() ? Would it be a good idea to add a ut_tolerant_compare() function to the udunits2 library ? Regards, Bruno. -- Bruno Piguet Météo-France Équipe GMEI/TRAMM CNRM/GAME, UMR3589 CNRS/Météo-France Fixe : +33 561079659 Fax : +33 561079627 Postal : 42 Av. G. Coriolis 31057 Toulouse CEDEX 1
/** * Demonstration of the strict behaviour of ut_compare(), (for some values * of unit, ut_compare(unit, (ut_parse(ut_format(unit))) != 0), and * of a more lenient version. * * compile with : * gcc -O pb_compare.c -ludunits2 -o pb_compare */ #include <stdio.h> #include <string.h> #include <stdlib.h> #include <math.h> #include <udunits2/udunits2.h> static ut_system *unitSystem; int my_ut_compare_pragmatic (const ut_unit * unit1, const ut_unit * unit2) { int CodRet; ut_unit *ratio_ut_unit; double ratio_double; char buf[120]; char *endptr; CodRet = ut_compare (unit1, unit2); if (CodRet == 0) return CodRet; /* "This function returns a non-zero value if conversion is possible; * otherwise, 0 is returned" */ CodRet = ut_are_convertible (unit1, unit2); /* if conversion impossible, exit */ if (CodRet == 0) return -5; /* let's see if conversion ratio is close to 1 */ ratio_ut_unit = ut_divide (unit1, unit2); if (ratio_ut_unit == NULL) return -6; /* Don't know how tho get the ration from an ut_unit variable. * So, let's format it and parse the resulting string */ CodRet = ut_format (ratio_ut_unit, buf, sizeof (buf), UT_ASCII); ut_free (ratio_ut_unit); ratio_ut_unit = NULL; if ((CodRet < 0) || (CodRet >= (int) sizeof (buf))) { return -7; } /* the end must be " 1" (meaning dimensionless) */ if ((strlen (buf) > 2) && (!strcmp (buf + strlen (buf) - 2, " 1"))) { buf[strlen (buf) - 2] = 0; ratio_double = strtod (buf, &endptr); if ((*endptr == 0) && (fabs (1.0 - ratio_double) < 1.0e-8)) { /* Approximately equal --> OK ! */ return 0; } } return -8; } void test_back_forth (const char *unit_str) { ut_unit *unit_1, *unit_2; char buf[120]; int len, cmp_cod; unit_1 = ut_parse (unitSystem, unit_str, UT_ASCII); if (unit_1 == NULL) { fprintf (stderr, "Error %d parsing : %s\n", ut_get_status (), unit_str); return; } len = ut_format (unit_1, buf, sizeof (buf), UT_ASCII); if ((len < 0) || (len >= (int) sizeof (buf))) { fprintf (stderr, "Error %d writing unit\n", ut_get_status ()); ut_free (unit_1); return; } fprintf (stdout, "%s formatted as : %s\n", unit_str, buf); unit_2 = ut_parse (unitSystem, buf, UT_ASCII); if (unit_2 == NULL) { fprintf (stderr, "Error %d parsing : %s\n", ut_get_status (), buf); ut_free (unit_1); return; } cmp_cod = ut_compare (unit_1, unit_2); fprintf (stdout, " ut_compare(%s, %s) = %d\n", unit_str, buf, cmp_cod); cmp_cod = my_ut_compare_pragmatic (unit_1, unit_2); fprintf (stdout, " my_ut_compare(%s, %s) = %d\n", unit_str, buf, cmp_cod); ut_free (unit_1); ut_free (unit_2); } int main (int argc, char *argv[]) { const char *unit_tab[] = { "degree", "kt", "ft/min", "mm/h", "l/min" }; unsigned long nb_unit = sizeof (unit_str) / sizeof (*unit_str); unsigned long i; unitSystem = ut_read_xml (NULL); if (unitSystem == NULL) return 1; for (i = 0; i < nb_unit; i++) test_back_forth (unit_tab[i]); ut_free_system (unitSystem); return 0; }
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