static int orient_find_neighbor(int *utag, int ublk1 ,int ublk2, int mat[3][3])
{
int ublk_match;
int ibnd;
int ibnd_match;
int mat_temp1[3][3];
int mat_temp2[3][3];
BndMapping_t *ubnd;
ubnd = umap[ublk1].bnd;
ublk_match = -1;
ibnd_match = -1;
for (ibnd = 0; ibnd < umap[ublk1].nbnd; ibnd++) {
if ((ubnd[ibnd].orientation[0] != 0) && (utag[ubnd[ibnd].iblk] == 0)) {
ublk_match = ubnd[ibnd].iblk;
ibnd_match = ibnd;
if (ublk_match == ublk2) break;
}
}
if (ublk_match >= 0) {
utag[ublk_match] = 1;
MAT_ZERO(mat_temp1);
MAT_ZERO(mat_temp2);
MAT_EXPAND(mat_temp1,ubnd[ibnd_match].orientation);
MAT_X_MAT(mat_temp2,mat_temp1,mat);
MAT_COPY(mat,mat_temp2);
}
return(ublk_match);
}
static int orient_getmatrix(BndMapping_t *ubnd1, int ublk1, BndMapping_t *ubnd2, int ublk2,
int mat[3][3]) {
int flag = 0;
int ideg1, ideg2;
int jdeg1, jdeg2;
int kdeg1, kdeg2;
int maxflg1, maxflg2;
int offt;
int offn;
int side;
side = 0;
ideg1 = 1;
jdeg1 = 1;
kdeg1 = 1;
ideg2 = 1;
jdeg2 = 1;
kdeg2 = 1;
if (ubnd1->imax != ubnd1->imin) ideg1 = 0;
if (ubnd1->jmax != ubnd1->jmin) jdeg1 = 0;
if (ubnd1->kmax != ubnd1->kmin) kdeg1 = 0;
if (ubnd2->imax != ubnd2->imin) ideg2 = 0;
if (ubnd2->jmax != ubnd2->jmin) jdeg2 = 0;
if (ubnd2->kmax != ubnd2->kmin) kdeg2 = 0;
side = 3 - (ideg1 + jdeg1 + kdeg1);
if ((ndims == 2) && (side == 1)) {
flag = 1;
MAT_ZERO(mat);
offt = 1;
if ((ubnd1->ndx[1] - ubnd1->ndx[0]) < 0) offt *= -1 ;
if ((ubnd2->ndx[1] - ubnd2->ndx[0]) < 0) offt *= -1 ;
maxflg1 = 0;
maxflg2 = 0;
if ((ideg1) && (ubnd1->imax == umap[ublk1].imax)) maxflg1 = 1;
if ((jdeg1) && (ubnd1->jmax == umap[ublk1].jmax)) maxflg1 = 1;
if ((ideg2) && (ubnd2->imax == umap[ublk2].imax)) maxflg2 = 1;
if ((jdeg2) && (ubnd2->jmax == umap[ublk2].jmax)) maxflg2 = 1;
offn = 1;
if (maxflg1 == maxflg2) offn = -1;
mat[0][0] = offn * ideg1 * ideg2 + offt * ( 1 - ideg1 ) * ( 1 - ideg2 );
mat[0][1] = offn * jdeg1 * ideg2 + offt * ( 1 - jdeg1 ) * ( 1 - ideg2 );
mat[1][0] = offn * ideg1 * jdeg2 + offt * ( 1 - ideg1 ) * ( 1 - jdeg2 );
mat[1][1] = offn * jdeg1 * jdeg2 + offt * ( 1 - jdeg1 ) * ( 1 - jdeg2 );
mat[2][2] = 1;
} else if ((ndims == 3) && (side == 2)) {
flag = 1;
MAT_ZERO(mat);
MAT_IDENT(mat);
}
return(flag);
}
int
bn_mat_scale_about_pt(mat_t mat, const point_t pt, const double scale)
{
mat_t xlate;
mat_t s;
mat_t tmp;
MAT_IDN(xlate);
MAT_DELTAS_VEC_NEG(xlate, pt);
MAT_IDN(s);
if (ZERO(scale)) {
MAT_ZERO(mat);
return -1; /* ERROR */
}
s[15] = 1 / scale;
bn_mat_mul(tmp, s, xlate);
MAT_DELTAS_VEC(xlate, pt);
bn_mat_mul(mat, xlate, tmp);
return 0; /* OK */
}
/**
* Returns -
* -1 failure
* 0 OK. *r points to nmgregion that holds this tessellation.
*/
int
rt_hyp_tess(struct nmgregion **r, struct model *m, struct rt_db_internal *ip, const struct rt_tess_tol *ttol, const struct bn_tol *tol)
{
fastf_t c, dtol, f, mag_a, mag_h, ntol, r1, r2, r3, cprime;
fastf_t **ellipses = NULL;
fastf_t theta_new;
int *pts_dbl, face, i, j, nseg;
int jj, nell;
mat_t invRoS;
mat_t SoR;
struct rt_hyp_internal *iip;
struct hyp_specific *xip;
struct rt_pt_node *pos_a, *pos_b, *pts_a, *pts_b;
struct shell *s;
struct faceuse **outfaceuses = NULL;
struct faceuse *fu_top;
struct loopuse *lu;
struct edgeuse *eu;
struct vertex *vertp[3];
struct vertex ***vells = (struct vertex ***)NULL;
vect_t A, Au, B, Bu, Hu, V;
struct bu_ptbl vert_tab;
MAT_ZERO(invRoS);
MAT_ZERO(SoR);
RT_CK_DB_INTERNAL(ip);
iip = (struct rt_hyp_internal *)ip->idb_ptr;
RT_HYP_CK_MAGIC(iip);
xip = hyp_internal_to_specific(iip);
/*
* make sure hyp description is valid
*/
/* compute |A| |H| */
mag_a = MAGSQ(xip->hyp_Au); /* should already be unit vector */
mag_h = MAGNITUDE(xip->hyp_H);
c = xip->hyp_c;
cprime = c / mag_h;
r1 = xip->hyp_r1;
r2 = xip->hyp_r2;
r3 = r1 / c;
/* Check for |H| > 0, |A| == 1, r1 > 0, r2 > 0, c > 0 */
if (NEAR_ZERO(mag_h, RT_LEN_TOL)
|| !NEAR_EQUAL(mag_a, 1.0, RT_LEN_TOL)
|| r1 <= 0.0 || r2 <= 0.0 || c <= 0.) {
return 1; /* BAD */
}
/* Check for A.H == 0 */
f = VDOT(xip->hyp_Au, xip->hyp_H) / mag_h;
if (! NEAR_ZERO(f, RT_DOT_TOL)) {
return 1; /* BAD */
}
/* make unit vectors in A, H, and HxA directions */
VMOVE(Hu, xip->hyp_H);
VUNITIZE(Hu);
VMOVE(Au, xip->hyp_Au);
VCROSS(Bu, Hu, Au);
dtol = primitive_get_absolute_tolerance(ttol, 2.0 * r2);
/* To ensure normal tolerance, remain below this angle */
if (ttol->norm > 0.0)
ntol = ttol->norm;
else
/* tolerate everything */
ntol = M_PI;
/*
* build hyp from 2 hyperbolas
*/
/* calculate major axis hyperbola */
BU_ALLOC(pts_a, struct rt_pt_node);
/* set base, center, and top points */
pos_a = pts_a;
VSET(pos_a->p, sqrt((mag_h*mag_h) * (c*c) + (r1*r1)), 0, -mag_h);
BU_ALLOC(pos_a->next, struct rt_pt_node);
pos_a = pos_a->next;
VSET(pos_a->p, r1, 0, 0);
BU_ALLOC(pos_a->next, struct rt_pt_node);
pos_a = pos_a->next;
VSET(pos_a->p, sqrt((mag_h*mag_h) * (c*c) + (r1*r1)), 0, mag_h);
pos_a->next = NULL;
/* refine hyp according to tolerances */
i = 1;
{
point_t p0, p1, p2;
fastf_t mm, len, dist, ang0, ang2;
vect_t v01, v02; /* vectors from p0->p1 and p0->p2 */
vect_t nLine, nHyp;
struct rt_pt_node *add;
while (i) {
pos_a = pts_a;
i = 0;
while (pos_a->next) {
VMOVE(p0, pos_a->p);
VMOVE(p2, pos_a->next->p);
/* either X or Y will be zero; so adding handles either case */
mm = (p2[Z] - p0[Z]) / ((p2[X]+p2[Y]) - (p0[X]+p0[Y]));
if (!ZERO(p0[X])) {
p1[X] = fabs(mm*c*r1) / sqrt(mm*mm*c*c - 1.0);
p1[Y] = 0.0;
p1[Z] = sqrt(p1[X]*p1[X] - r1*r1) / c;
} else {
p1[X] = 0.0;
p1[Y] = fabs(mm*r2*r2*c) / sqrt(mm*mm*r2*r2*c*c - r1*r1);
p1[Z] = (r3/r2) * sqrt(p1[Y]*p1[Y] - r2*r2);
}
if (p0[Z] + p2[Z] < 0) p1[Z] = -p1[Z];
VSUB2(v01, p1, p0);
VSUB2(v02, p2, p0);
VUNITIZE(v02);
len = VDOT(v01, v02);
VSCALE(v02, v02, len);
VSUB2(nLine, v01, v02);
dist = MAGNITUDE(nLine);
VUNITIZE(nLine);
VSET(nHyp, p0[X] / (r1*r1), p0[Y] / (r2*r2), p0[Z] / (r3*r3));
VUNITIZE(nHyp);
ang0 = fabs(acos(VDOT(nLine, nHyp)));
VSET(nHyp, p2[X] / (r1*r1), p2[Y] / (r2*r2), p2[Z] / (r3*r3));
VUNITIZE(nHyp);
ang2 = fabs(acos(VDOT(nLine, nHyp)));
if (dist > dtol || ang0 > ntol || ang2 > ntol) {
/* split segment */
BU_ALLOC(add, struct rt_pt_node);
VMOVE(add->p, p1);
add->next = pos_a->next;
pos_a->next = add;
pos_a = pos_a->next;
i = 1;
}
pos_a = pos_a->next;
}
}
}
/* calculate minor axis hyperbola */
BU_ALLOC(pts_b, struct rt_pt_node);
pos_a = pts_a;
pos_b = pts_b;
i = 0;
while (pos_a) {
pos_b->p[Z] = pos_a->p[Z];
pos_b->p[X] = 0;
pos_b->p[Y] = r2 * sqrt(pos_b->p[Z] * pos_b->p[Z]/(r3*r3) + 1.0);
pos_a = pos_a->next;
if (pos_a) {
BU_ALLOC(pos_b->next, struct rt_pt_node);
pos_b = pos_b->next;
} else {
pos_b->next = NULL;
}
i++;
}
