diff options
author | Vito Caputo <vcaputo@gnugeneration.com> | 2017-01-18 19:12:41 -0800 |
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committer | GitHub <noreply@github.com> | 2017-01-18 19:12:41 -0800 |
commit | 467137113c8b3d6bcb73ecff8c76f23793f25cb7 (patch) | |
tree | ecf3064d6587ec875d5c021d46d44855dc814212 /src/modules/sparkler/bsp.c | |
parent | ee2073d4e411555aba878277131b56f7eb562c84 (diff) | |
parent | 404a356b2b22a134aea151145d1baabf253ee491 (diff) |
Merge build system cleanups
- Move source to src/ subdir
- Use $(top_srcdir)/src instead of ../../
Diffstat (limited to 'src/modules/sparkler/bsp.c')
-rw-r--r-- | src/modules/sparkler/bsp.c | 584 |
1 files changed, 584 insertions, 0 deletions
diff --git a/src/modules/sparkler/bsp.c b/src/modules/sparkler/bsp.c new file mode 100644 index 0000000..381e922 --- /dev/null +++ b/src/modules/sparkler/bsp.c @@ -0,0 +1,584 @@ +#include <assert.h> +#include <stdio.h> +#include <stdint.h> +#include <stdlib.h> + +#include "bsp.h" + + +/* octree-based bsp for faster proximity searches */ +/* meanings: + * octrant = "octo" analog of a quadrant, an octree is a quadtree with an additional dimension (Z/3d) + * bv = bounding volume + * bsp = binary space partition + * occupant = the things being indexed by the bsp (e.g. a particle, or its position) + */ + + +/* FIXME: these are not tuned at all, and should really all be parameters to bsp_new() instead */ +#define BSP_GROWBY 16 +#define BSP_MAX_OCCUPANTS 64 +#define BSP_MAX_DEPTH 16 + +#define MAX(_a, _b) (_a > _b ? _a : _b) +#define MIN(_a, _b) (_a < _b ? _a : _b) + + +struct bsp_node_t { + v3f_t center; /* center point about which the bounding volume's 3d-space is divided */ + bsp_node_t *parent; /* parent bounding volume, NULL when root node */ + bsp_node_t *octrants; /* NULL when a leaf, otherwise an array of 8 bsp_node_t's */ + list_head_t occupants; /* list of occupants in this volume when a leaf node */ + unsigned n_occupants; /* number of ^^ */ +}; + +#define OCTRANTS \ + octrant(OCT_XL_YL_ZL, (1 << 2 | 1 << 1 | 1)) \ + octrant(OCT_XR_YL_ZL, ( 1 << 1 | 1)) \ + octrant(OCT_XL_YR_ZL, (1 << 2 | 1)) \ + octrant(OCT_XR_YR_ZL, ( 1)) \ + octrant(OCT_XL_YL_ZR, (1 << 2 | 1 << 1 )) \ + octrant(OCT_XR_YL_ZR, ( 1 << 1 )) \ + octrant(OCT_XL_YR_ZR, (1 << 2 )) \ + octrant(OCT_XR_YR_ZR, 0) + +#define octrant(_sym, _val) _sym = _val, +typedef enum _octrant_idx_t { + OCTRANTS +} octrant_idx_t; +#undef octrant + +/* bsp lookup state, encapsulated for preservation across composite + * lookup-dependent operations, so they can potentially avoid having + * to redo the lookup. i.e. lookup caching. + */ +typedef struct _bsp_lookup_t { + int depth; + v3f_t left; + v3f_t right; + bsp_node_t *bv; + octrant_idx_t oidx; +} bsp_lookup_t; + +struct bsp_t { + bsp_node_t root; + list_head_t free; + bsp_lookup_t lookup_cache; +}; + + +static inline const char * octstr(octrant_idx_t oidx) +{ +#define octrant(_sym, _val) #_sym, + static const char *octrant_strs[] = { + OCTRANTS + }; +#undef octrant + + return octrant_strs[oidx]; +} + + +static inline void _bsp_print(bsp_node_t *node) +{ + static int depth = 0; + + fprintf(stderr, "%-*s %i: %p\n", depth, " ", depth, node); + if (node->octrants) { + int i; + + for (i = 0; i < 8; i++) { + fprintf(stderr, "%-*s %i: %s: %p\n", depth, " ", depth, octstr(i), &node->octrants[i]); + depth++; + _bsp_print(&node->octrants[i]); + depth--; + } + } +} + + +/* Print a bsp tree to stderr (debugging) */ +void bsp_print(bsp_t *bsp) +{ + _bsp_print(&bsp->root); +} + + +/* Initialize the lookup cache to the root */ +static inline void bsp_init_lookup_cache(bsp_t *bsp) { + bsp->lookup_cache.bv = &bsp->root; + bsp->lookup_cache.depth = 0; + v3f_set(&bsp->lookup_cache.left, -1.0, -1.0, -1.0); /* TODO: the bsp AABB should be supplied to bsp_new() */ + v3f_set(&bsp->lookup_cache.right, 1.0, 1.0, 1.0); +} + + +/* Invalidate/reset the bsp's lookup cache TODO: make conditional on a supplied node being cached? */ +static inline void bsp_invalidate_lookup_cache(bsp_t *bsp) { + if (bsp->lookup_cache.bv != &bsp->root) { + bsp_init_lookup_cache(bsp); + } +} + + +/* Create a new bsp octree. */ +bsp_t * bsp_new(void) +{ + bsp_t *bsp; + + bsp = calloc(1, sizeof(bsp_t)); + if (!bsp) { + return NULL; + } + + INIT_LIST_HEAD(&bsp->root.occupants); + INIT_LIST_HEAD(&bsp->free); + bsp_init_lookup_cache(bsp); + + return bsp; +} + + +/* Free a bsp octree */ +void bsp_free(bsp_t *bsp) +{ + /* TODO: free everything ... */ + free(bsp); +} + + +/* lookup a position's containing leaf node in the bsp tree, store resultant lookup state in *lookup_res */ +static inline void bsp_lookup_position(bsp_t *bsp, bsp_node_t *root, v3f_t *position, bsp_lookup_t *lookup_res) +{ + bsp_lookup_t res = bsp->lookup_cache; + + if (res.bv->parent) { + /* When starting from a cached (non-root) lookup, we must verify our position falls within the cached bv */ + if (position->x < res.left.x || position->x > res.right.x || + position->y < res.left.y || position->y > res.right.y || + position->z < res.left.z || position->z > res.right.z) { + bsp_invalidate_lookup_cache(bsp); + res = bsp->lookup_cache; + } + } + + while (res.bv->octrants) { + res.oidx = OCT_XR_YR_ZR; + if (position->x <= res.bv->center.x) { + res.oidx |= (1 << 2); + res.right.x = res.bv->center.x; + } else { + res.left.x = res.bv->center.x; + } + + if (position->y <= res.bv->center.y) { + res.oidx |= (1 << 1); + res.right.y = res.bv->center.y; + } else { + res.left.y = res.bv->center.y; + } + + if (position->z <= res.bv->center.z) { + res.oidx |= 1; + res.right.z = res.bv->center.z; + } else { + res.left.z = res.bv->center.z; + } + + res.bv = &res.bv->octrants[res.oidx]; + res.depth++; + } + + *lookup_res = bsp->lookup_cache = res; +} + + +/* Add an occupant to a bsp tree, use provided node lookup *l if supplied */ +static inline void _bsp_add_occupant(bsp_t *bsp, bsp_occupant_t *occupant, v3f_t *position, bsp_lookup_t *l) +{ + bsp_lookup_t _lookup; + + /* if no explicitly cached lookup result was provided, perform the lookup now (which may still be cached). */ + if (!l) { + l = &_lookup; + bsp_lookup_position(bsp, &bsp->root, position, l); + } + + assert(l); + assert(l->bv); + + occupant->position = position; + +#define map_occupant2octrant(_occupant, _bv, _octrant) \ + _octrant = OCT_XR_YR_ZR; \ + if (_occupant->position->x <= _bv->center.x) { \ + _octrant |= (1 << 2); \ + } \ + if (_occupant->position->y <= _bv->center.y) { \ + _octrant |= (1 << 1); \ + } \ + if (_occupant->position->z <= _bv->center.z) { \ + _octrant |= 1; \ + } + + if (l->bv->n_occupants >= BSP_MAX_OCCUPANTS && l->depth < BSP_MAX_DEPTH) { + int i; + list_head_t *t, *_t; + bsp_node_t *bv = l->bv; + + /* bv is full and shallow enough, subdivide it. */ + + /* ensure the free list has something for us */ + if (list_empty(&bsp->free)) { + bsp_node_t *t; + + /* TODO: does using the chunker instead make sense here? */ + t = calloc(sizeof(bsp_node_t), 8 * BSP_GROWBY); + for (i = 0; i < 8 * BSP_GROWBY; i += 8) { + list_add(&t[i].occupants, &bsp->free); + } + } + + /* take an octrants array from the free list */ + bv->octrants = list_entry(bsp->free.next, bsp_node_t, occupants); + list_del(&bv->octrants[0].occupants); + + /* initialize the octrants */ + for (i = 0; i < 8; i++) { + INIT_LIST_HEAD(&bv->octrants[i].occupants); + bv->octrants[i].n_occupants = 0; + bv->octrants[i].parent = bv; + bv->octrants[i].octrants = NULL; + } + + /* set the center point in each octrant which places the partitioning hyperplane */ + /* XXX: note this is pretty unreadable due to reusing the earlier computed values + * where the identical computation is required. + */ + bv->octrants[OCT_XR_YR_ZR].center.x = (l->right.x - bv->center.x) * .5f + bv->center.x; + bv->octrants[OCT_XR_YR_ZR].center.y = (l->right.y - bv->center.y) * .5f + bv->center.y; + bv->octrants[OCT_XR_YR_ZR].center.z = (l->right.z - bv->center.z) * .5f + bv->center.z; + + bv->octrants[OCT_XR_YR_ZL].center.x = bv->octrants[OCT_XR_YR_ZR].center.x; + bv->octrants[OCT_XR_YR_ZL].center.y = bv->octrants[OCT_XR_YR_ZR].center.y; + bv->octrants[OCT_XR_YR_ZL].center.z = (bv->center.z - l->left.z) * .5f + l->left.z; + + bv->octrants[OCT_XR_YL_ZR].center.x = bv->octrants[OCT_XR_YR_ZR].center.x; + bv->octrants[OCT_XR_YL_ZR].center.y = (bv->center.y - l->left.y) * .5f + l->left.y; + bv->octrants[OCT_XR_YL_ZR].center.z = bv->octrants[OCT_XR_YR_ZR].center.z; + + bv->octrants[OCT_XR_YL_ZL].center.x = bv->octrants[OCT_XR_YR_ZR].center.x; + bv->octrants[OCT_XR_YL_ZL].center.y = bv->octrants[OCT_XR_YL_ZR].center.y; + bv->octrants[OCT_XR_YL_ZL].center.z = bv->octrants[OCT_XR_YR_ZL].center.z; + + bv->octrants[OCT_XL_YR_ZR].center.x = (bv->center.x - l->left.x) * .5f + l->left.x; + bv->octrants[OCT_XL_YR_ZR].center.y = bv->octrants[OCT_XR_YR_ZR].center.y; + bv->octrants[OCT_XL_YR_ZR].center.z = bv->octrants[OCT_XR_YR_ZR].center.z; + + bv->octrants[OCT_XL_YR_ZL].center.x = bv->octrants[OCT_XL_YR_ZR].center.x; + bv->octrants[OCT_XL_YR_ZL].center.y = bv->octrants[OCT_XR_YR_ZR].center.y; + bv->octrants[OCT_XL_YR_ZL].center.z = bv->octrants[OCT_XR_YR_ZL].center.z; + + bv->octrants[OCT_XL_YL_ZR].center.x = bv->octrants[OCT_XL_YR_ZR].center.x; + bv->octrants[OCT_XL_YL_ZR].center.y = bv->octrants[OCT_XR_YL_ZR].center.y; + bv->octrants[OCT_XL_YL_ZR].center.z = bv->octrants[OCT_XR_YR_ZR].center.z; + + bv->octrants[OCT_XL_YL_ZL].center.x = bv->octrants[OCT_XL_YR_ZR].center.x; + bv->octrants[OCT_XL_YL_ZL].center.y = bv->octrants[OCT_XR_YL_ZR].center.y; + bv->octrants[OCT_XL_YL_ZL].center.z = bv->octrants[OCT_XR_YR_ZL].center.z; + + /* migrate the occupants into the appropriate octrants */ + list_for_each_safe(t, _t, &bv->occupants) { + octrant_idx_t oidx; + bsp_occupant_t *o = list_entry(t, bsp_occupant_t, occupants); + + map_occupant2octrant(o, bv, oidx); + list_move(t, &bv->octrants[oidx].occupants); + o->leaf = &bv->octrants[oidx]; + bv->octrants[oidx].n_occupants++; + } + bv->n_occupants = 0; + + /* a new leaf assumes the bv position for the occupant to be added into */ + map_occupant2octrant(occupant, bv, l->oidx); + l->bv = &bv->octrants[l->oidx]; + l->depth++; + } + +#undef map_occupant2octrant + + occupant->leaf = l->bv; + list_add(&occupant->occupants, &l->bv->occupants); + l->bv->n_occupants++; + + assert(occupant->leaf); +} + + +/* add an occupant to a bsp tree */ +void bsp_add_occupant(bsp_t *bsp, bsp_occupant_t *occupant, v3f_t *position) +{ + _bsp_add_occupant(bsp, occupant, position, NULL); +} + + +/* Delete an occupant from a bsp tree. + * Set reservation to prevent potentially freeing a node made empty by our delete that + * we have a reference to (i.e. a cached lookup result, see bsp_move_occupant()). + */ +static inline void _bsp_delete_occupant(bsp_t *bsp, bsp_occupant_t *occupant, bsp_node_t *reservation) +{ + if (occupant->leaf->octrants) { + fprintf(stderr, "BUG: deleting occupant(%p) from non-leaf bv(%p)\n", occupant, occupant->leaf); + } + + /* delete the occupant */ + list_del(&occupant->occupants); + occupant->leaf->n_occupants--; + + if (list_empty(&occupant->leaf->occupants)) { + bsp_node_t *parent_bv; + + if (occupant->leaf->n_occupants) { + fprintf(stderr, "BUG: bv_occupants empty but n_occupants=%u\n", occupant->leaf->n_occupants); + } + + /* leaf is now empty, since nodes are allocated as clusters of 8, they aren't freed unless all nodes in the cluster are empty. + * Determine if they're all empty, and free the parent's octrants as a set. + * Repeat this process up the chain of parents, repeatedly converting empty parents into leaf nodes. + * TODO: maybe just use the chunker instead? + */ + + for (parent_bv = occupant->leaf->parent; parent_bv && parent_bv != reservation; parent_bv = parent_bv->parent) { + int i; + + /* are _all_ the parent's octrants freeable? */ + for (i = 0; i < 8; i++) { + if (&parent_bv->octrants[i] == reservation || + parent_bv->octrants[i].octrants || + !list_empty(&parent_bv->octrants[i].occupants)) { + goto _out; + } + } + + /* "freeing" really just entails putting the octrants cluster of nodes onto the free list */ + list_add(&parent_bv->octrants[0].occupants, &bsp->free); + parent_bv->octrants = NULL; + bsp_invalidate_lookup_cache(bsp); + } + } + +_out: + occupant->leaf = NULL; +} + + +/* Delete an occupant from a bsp tree. */ +void bsp_delete_occupant(bsp_t *bsp, bsp_occupant_t *occupant) +{ + _bsp_delete_occupant(bsp, occupant, NULL); +} + + +/* Move an occupant within a bsp tree to a new position */ +void bsp_move_occupant(bsp_t *bsp, bsp_occupant_t *occupant, v3f_t *position) +{ + bsp_lookup_t lookup_res; + + if (v3f_equal(occupant->position, position)) { + return; + } + + /* TODO: now that there's a cache maintained in bsp->lookup_cache as well, + * this feels a bit vestigial, see about consolidating things. We still + * need to be able to pin lookup_res.bv in the delete, but why not just use + * the one in bsp->lookup_cache.bv then stop having lookup_position return + * a result at all???? this bsp isn't concurrent/threaded, so it doens't + * really matter. + */ + bsp_lookup_position(bsp, &bsp->root, occupant->position, &lookup_res); + if (lookup_res.bv == occupant->leaf) { + /* leaf unchanged, do nothing past lookup. */ + occupant->position = position; + return; + } + + _bsp_delete_occupant(bsp, occupant, lookup_res.bv); + _bsp_add_occupant(bsp, occupant, position, &lookup_res); +} + + +static inline float square(float v) +{ + return v * v; +} + + +typedef enum overlaps_t { + OVERLAPS_NONE, /* objects are completely separated */ + OVERLAPS_PARTIALLY, /* objects surfaces one another */ + OVERLAPS_A_IN_B, /* first object is fully within the second */ + OVERLAPS_B_IN_A, /* second object is fully within the first */ +} overlaps_t; + + +/* Returns wether the axis-aligned bounding box (AABB) overlaps the sphere. + * Absolute vs. partial overlaps are distinguished, since it's an important optimization + * to know if the sphere falls entirely within one partition of the octree. + */ +static inline overlaps_t aabb_overlaps_sphere(v3f_t *aabb_min, v3f_t *aabb_max, v3f_t *sphere_center, float sphere_radius) +{ + /* This implementation is based on James Arvo's from Graphics Gems pg. 335 */ + float r2 = square(sphere_radius); + float dface = INFINITY; + float dmin = 0; + float dmax = 0; + float a, b; + +#define per_dimension(_center, _box_max, _box_min) \ + a = square(_center - _box_min); \ + b = square(_center - _box_max); \ + \ + dmax += MAX(a, b); \ + if (_center >= _box_min && _center <= _box_max) { \ + /* sphere center within box */ \ + dface = MIN(dface, MIN(a, b)); \ + } else { \ + /* sphere center outside the box */ \ + dface = 0; \ + dmin += MIN(a, b); \ + } + + per_dimension(sphere_center->x, aabb_max->x, aabb_min->x); + per_dimension(sphere_center->y, aabb_max->y, aabb_min->y); + per_dimension(sphere_center->z, aabb_max->z, aabb_min->z); + + if (dmax < r2) { + /* maximum distance to box smaller than radius, box is inside + * the sphere */ + return OVERLAPS_A_IN_B; + } + + if (dface > r2) { + /* sphere center is within box (non-zero dface), and dface is + * greater than sphere diameter, sphere is inside the box. */ + return OVERLAPS_B_IN_A; + } + + if (dmin <= r2) { + /* minimum distance from sphere center to box is smaller than + * sphere's radius, surfaces intersect */ + return OVERLAPS_PARTIALLY; + } + + return OVERLAPS_NONE; +} + + +typedef struct bsp_search_sphere_t { + v3f_t *center; + float radius_min; + float radius_max; + void (*cb)(bsp_t *, list_head_t *, void *); + void *cb_data; +} bsp_search_sphere_t; + + +static overlaps_t _bsp_search_sphere(bsp_t *bsp, bsp_node_t *node, bsp_search_sphere_t *search, v3f_t *aabb_min, v3f_t *aabb_max) +{ + overlaps_t res; + v3f_t oaabb_min, oaabb_max; + + /* if the radius_max search doesn't overlap aabb_min:aabb_max at all, simply return. */ + res = aabb_overlaps_sphere(aabb_min, aabb_max, search->center, search->radius_max); + if (res == OVERLAPS_NONE) { + return res; + } + + /* if the radius_max absolutely overlaps the AABB, we must see if the AABB falls entirely within radius_min so we can skip it. */ + if (res == OVERLAPS_A_IN_B) { + res = aabb_overlaps_sphere(aabb_min, aabb_max, search->center, search->radius_min); + if (res == OVERLAPS_A_IN_B) { + /* AABB is entirely within radius_min, skip it. */ + return OVERLAPS_NONE; + } + + if (res == OVERLAPS_NONE) { + /* radius_min didn't overlap, radius_max overlapped aabb 100%, it's entirely within the range. */ + res = OVERLAPS_A_IN_B; + } else { + /* radius_min overlapped partially.. */ + res = OVERLAPS_PARTIALLY; + } + } + + /* if node is a leaf, call search->cb with the occupants, then return. */ + if (!node->octrants) { + search->cb(bsp, &node->occupants, search->cb_data); + return res; + } + + /* node is a parent, recur on each octrant with appropriately adjusted aabb_min:aabb_max values */ + /* if any of the octrants absolutely overlaps the search sphere, skip the others by returning. */ +#define search_octrant(_oid, _aabb_min, _aabb_max) \ + res = _bsp_search_sphere(bsp, &node->octrants[_oid], search, _aabb_min, _aabb_max); \ + if (res == OVERLAPS_B_IN_A) { \ + return res; \ + } + + /* OCT_XL_YL_ZL and OCT_XR_YR_ZR AABBs don't require tedious composition */ + search_octrant(OCT_XL_YL_ZL, aabb_min, &node->center); + search_octrant(OCT_XR_YR_ZR, &node->center, aabb_max); + + /* the rest are stitched together requiring temp storage and tedium */ + v3f_set(&oaabb_min, node->center.x, aabb_min->y, aabb_min->z); + v3f_set(&oaabb_max, aabb_max->x, node->center.y, node->center.z); + search_octrant(OCT_XR_YL_ZL, &oaabb_min, &oaabb_max); + + v3f_set(&oaabb_min, aabb_min->x, node->center.y, aabb_min->z); + v3f_set(&oaabb_max, node->center.x, aabb_max->y, node->center.z); + search_octrant(OCT_XL_YR_ZL, &oaabb_min, &oaabb_max); + + v3f_set(&oaabb_min, node->center.x, node->center.y, aabb_min->z); + v3f_set(&oaabb_max, aabb_max->x, aabb_max->y, node->center.z); + search_octrant(OCT_XR_YR_ZL, &oaabb_min, &oaabb_max); + + v3f_set(&oaabb_min, aabb_min->x, aabb_min->y, node->center.z); + v3f_set(&oaabb_max, node->center.x, node->center.y, aabb_max->z); + search_octrant(OCT_XL_YL_ZR, &oaabb_min, &oaabb_max); + + v3f_set(&oaabb_min, node->center.x, aabb_min->y, node->center.z); + v3f_set(&oaabb_max, aabb_max->x, node->center.y, aabb_max->z); + search_octrant(OCT_XR_YL_ZR, &oaabb_min, &oaabb_max); + + v3f_set(&oaabb_min, aabb_min->x, node->center.y, node->center.z); + v3f_set(&oaabb_max, node->center.x, aabb_max->y, aabb_max->z); + search_octrant(OCT_XL_YR_ZR, &oaabb_min, &oaabb_max); + +#undef search_octrant + + /* since early on an OVERLAPS_NONE short-circuits the function, and + * OVERLAPS_ABSOLUTE also causes short-circuits, if we arrive here it's + * a partial overlap + */ + return OVERLAPS_PARTIALLY; +} + + +/* search the bsp tree for leaf nodes which intersect the space between radius_min and radius_max of a sphere @ center */ +/* for every leaf node found to intersect the sphere, cb is called with the leaf node's occupants list head */ +/* the callback cb must then further filter the occupants as necessary. */ +void bsp_search_sphere(bsp_t *bsp, v3f_t *center, float radius_min, float radius_max, void (*cb)(bsp_t *, list_head_t *, void *), void *cb_data) +{ + bsp_search_sphere_t search = { + .center = center, + .radius_min = radius_min, + .radius_max = radius_max, + .cb = cb, + .cb_data = cb_data, + }; + v3f_t aabb_min = v3f_init(-1.0f, -1.0f, -1.0f); + v3f_t aabb_max = v3f_init(1.0f, 1.0f, 1.0f); + + _bsp_search_sphere(bsp, &bsp->root, &search, &aabb_min, &aabb_max); +} |