FindPolygons()

int FindPolygons	(	SHPObject *	obj,
		Ring ***	Out
	)

Definition at line 439 of file shp2pgsql-core.c.

{
        Ring **Outer;    /* Pointers to Outer rings */
        int out_index=0; /* Count of Outer rings */
        Ring **Inner;    /* Pointers to Inner rings */
        int in_index=0;  /* Count of Inner rings */
        int pi; /* part index */
 
#if POSTGIS_DEBUG_LEVEL > 0
        static int call = -1;
        call++;
#endif
 
        LWDEBUGF(4, "FindPolygons[%d]: allocated space for %d rings\n", call, obj->nParts);
 
        /* Allocate initial memory */
        Outer = (Ring **)malloc(sizeof(Ring *) * obj->nParts);
        Inner = (Ring **)malloc(sizeof(Ring *) * obj->nParts);
 
        /* Iterate over rings dividing in Outers and Inners */
        for (pi=0; pi < obj->nParts; pi++)
        {
                int vi; /* vertex index */
                int vs; /* start index */
                int ve; /* end index */
                int nv; /* number of vertex */
                double area = 0.0;
                Ring *ring;
 
                /* Set start and end vertexes */
                if (pi == obj->nParts - 1)
                        ve = obj->nVertices;
                else
                        ve = obj->panPartStart[pi + 1];
 
                vs = obj->panPartStart[pi];
 
                /* Compute number of vertexes */
                nv = ve - vs;
 
                /* Allocate memory for a ring */
                ring = (Ring *)malloc(sizeof(Ring));
                ring->list = (Point *)malloc(sizeof(Point) * nv);
                ring->n = nv;
                ring->next = NULL;
                ring->linked = 0;
 
                /* Iterate over ring vertexes */
                for (vi = vs; vi < ve; vi++)
                {
                        int vn = vi+1; /* next vertex for area */
                        if (vn == ve)
                                vn = vs;
 
                        ring->list[vi - vs].x = obj->padfX[vi];
                        ring->list[vi - vs].y = obj->padfY[vi];
                        ring->list[vi - vs].z = obj->padfZ[vi];
                        ring->list[vi - vs].m = obj->padfM[vi];
 
                        area += (obj->padfX[vi] * obj->padfY[vn]) -
                                (obj->padfY[vi] * obj->padfX[vn]);
                }
 
                /* Close the ring with first vertex  */
                /*ring->list[vi].x = obj->padfX[vs]; */
                /*ring->list[vi].y = obj->padfY[vs]; */
                /*ring->list[vi].z = obj->padfZ[vs]; */
                /*ring->list[vi].m = obj->padfM[vs]; */
 
                /* Clockwise (or single-part). It's an Outer Ring ! */
                if (area < 0.0 || obj->nParts == 1)
                {
                        Outer[out_index] = ring;
                        out_index++;
                }
                else
                {
                        /* Counterclockwise. It's an Inner Ring ! */
                        Inner[in_index] = ring;
                        in_index++;
                }
        }
 
        LWDEBUGF(4, "FindPolygons[%d]: found %d Outer, %d Inners\n", call, out_index, in_index);
 
        /* Put the inner rings into the list of the outer rings */
        /* of which they are within */
        for (pi = 0; pi < in_index; pi++)
        {
                Point pt, pt2;
                int i;
                Ring *inner = Inner[pi], *outer = NULL;
 
                pt.x = inner->list[0].x;
                pt.y = inner->list[0].y;
 
                pt2.x = inner->list[1].x;
                pt2.y = inner->list[1].y;
 
                /*
                * If we assume that the case of the "big polygon w/o hole
                * containing little polygon w/ hold" is ordered so that the
                * big polygon comes first, then checking the list in reverse
                * will assign the little polygon's hole to the little polygon
                * w/o a lot of extra fancy containment logic here
                */
                for (i = out_index - 1; i >= 0; i--)
                {
                        int in;
 
                        in = PIP(pt, Outer[i]->list, Outer[i]->n);
                        if ( in || PIP(pt2, Outer[i]->list, Outer[i]->n) )
                        {
                                outer = Outer[i];
                                break;
                        }
                }
 
                if (outer)
                {
                        outer->linked++;
                        while (outer->next)
                                outer = outer->next;
 
                        outer->next = inner;
                }
                else
                {
                        /* The ring wasn't within any outer rings, */
                        /* assume it is a new outer ring. */
                        LWDEBUGF(4, "FindPolygons[%d]: hole %d is orphan\n", call, pi);
 
                        Outer[out_index] = inner;
                        out_index++;
                }
        }
 
        *Out = Outer;
        /*
        * Only free the containing Inner array, not the ring elements, because
        * the rings are now owned by the linked lists in the Outer array elements.
        */
        free(Inner);
 
        return out_index;
}

References free(), struct_ring::linked, struct_ring::list, LWDEBUGF, struct_point::m, malloc(), struct_ring::n, struct_ring::next, tagSHPObject::nParts, tagSHPObject::nVertices, tagSHPObject::padfM, tagSHPObject::padfX, tagSHPObject::padfY, tagSHPObject::padfZ, tagSHPObject::panPartStart, PIP(), struct_point::x, struct_point::y, and struct_point::z.

Referenced by GeneratePolygonGeometry().

Here is the call graph for this function:

Here is the caller graph for this function: