/* * (C) Copyright 2005- ECMWF. * * This software is licensed under the terms of the Apache Licence Version 2.0 * which can be obtained at http://www.apache.org/licenses/LICENSE-2.0. * * In applying this licence, ECMWF does not waive the privileges and immunities granted to it by * virtue of its status as an intergovernmental organisation nor does it submit to any jurisdiction. */ /************************************** * Enrico Fucile **************************************/ #include "grib_api_internal.h" #include /* This is used by make_class.pl START_CLASS_DEF CLASS = iterator SUPER = grib_iterator_class_regular IMPLEMENTS = init END_CLASS_DEF */ /* START_CLASS_IMP */ /* Don't edit anything between START_CLASS_IMP and END_CLASS_IMP Instead edit values between START_CLASS_DEF and END_CLASS_DEF or edit "iterator.class" and rerun ./make_class.pl */ static void init_class(grib_iterator_class*); static int init(grib_iterator* i, grib_handle*, grib_arguments*); typedef struct grib_iterator_gaussian { grib_iterator it; /* Members defined in gen */ long carg; const char* missingValue; /* Members defined in regular */ double* las; double* los; long Ni; long Nj; long iScansNegatively; long isRotated; double angleOfRotation; double southPoleLat; double southPoleLon; long jPointsAreConsecutive; long disableUnrotate; /* Members defined in gaussian */ } grib_iterator_gaussian; extern grib_iterator_class* grib_iterator_class_regular; static grib_iterator_class _grib_iterator_class_gaussian = { &grib_iterator_class_regular, /* super */ "gaussian", /* name */ sizeof(grib_iterator_gaussian), /* size of instance */ 0, /* inited */ &init_class, /* init_class */ &init, /* constructor */ 0, /* destructor */ 0, /* Next Value */ 0, /* Previous Value */ 0, /* Reset the counter */ 0, /* has next values */ }; grib_iterator_class* grib_iterator_class_gaussian = &_grib_iterator_class_gaussian; static void init_class(grib_iterator_class* c) { c->next = (*(c->super))->next; c->previous = (*(c->super))->previous; c->reset = (*(c->super))->reset; c->has_next = (*(c->super))->has_next; } /* END_CLASS_IMP */ static void binary_search(double xx[], const unsigned long n, double x, unsigned long* j); static int init(grib_iterator* i, grib_handle* h, grib_arguments* args) { grib_iterator_gaussian* self = (grib_iterator_gaussian*)i; double* lats; double laf; /* latitude of first point in degrees */ double lal; /* latitude of last point in degrees */ long trunc; /* number of parallels between a pole and the equator */ long lai; long jScansPositively = 0; int size; double start; unsigned long istart = 0; int ret = GRIB_SUCCESS; const char* latofirst = grib_arguments_get_name(h, args, self->carg++); const char* latoflast = grib_arguments_get_name(h, args, self->carg++); const char* numtrunc = grib_arguments_get_name(h, args, self->carg++); const char* s_jScansPositively = grib_arguments_get_name(h, args, self->carg++); if ((ret = grib_get_double_internal(h, latofirst, &laf))) return ret; if ((ret = grib_get_double_internal(h, latoflast, &lal))) return ret; if ((ret = grib_get_long_internal(h, numtrunc, &trunc))) return ret; if ((ret = grib_get_long_internal(h, s_jScansPositively, &jScansPositively))) return ret; start = laf; size = trunc * 2; lats = (double*)grib_context_malloc(h->context, size * sizeof(double)); ret = grib_get_gaussian_latitudes(trunc, lats); if (ret != GRIB_SUCCESS) { grib_context_log(h->context, GRIB_LOG_ERROR, "error %d calculating gaussian points", ret); return ret; } /* for(loi=(trunc*2)-1;loi>=0;loi--) if(fabs(lats[loi] - lal) < glatPrecision) break; for(j=(trunc*2)-1;j>0;j--) { if(fabs(lats[j] - laf) < glatPrecision) break; } */ binary_search(lats, size - 1, start, &istart); Assert(istart < size); if (jScansPositively) { for (lai = 0; lai < self->Nj; lai++) { self->las[lai] = lats[istart--]; /*if (istart<0) istart=size-1; this condition is always FALSE -- 'istart' is unsigned long */ } } else { for (lai = 0; lai < self->Nj; lai++) { self->las[lai] = lats[istart++]; if (istart > size - 1) istart = 0; } } grib_context_free(h->context, lats); return ret; } static void binary_search(double xx[], const unsigned long n, double x, unsigned long* j) { /*This routine works only on descending ordered arrays*/ #define EPSILON 1e-3 unsigned long ju, jm, jl; jl = 0; ju = n; while (ju - jl > 1) { jm = (ju + jl) >> 1; if (fabs(x - xx[jm]) < EPSILON) { /* found something close enough. We're done */ *j = jm; return; } if (x < xx[jm]) jl = jm; else ju = jm; } *j = jl; }