Windows2003-3790/multimedia/opengl/glu/nurbs/core/ccw.cxx

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2001-01-01 00:00:00 +01:00
/**************************************************************************
* *
* Copyright (C) 1992, Silicon Graphics, Inc. *
* *
* These coded instructions, statements, and computer programs contain *
* unpublished proprietary information of Silicon Graphics, Inc., and *
* are protected by Federal copyright law. They may not be disclosed *
* to third parties or copied or duplicated in any form, in whole or *
* in part, without the prior written consent of Silicon Graphics, Inc. *
* *
**************************************************************************/
/*
* ccw.c++ - $Revision: 1.1 $
* Derrick Burns - 1991
*/
#include "glimport.h"
#include "mystdio.h"
#include "myassert.h"
#include "subdivid.h"
#include "types.h"
#include "arc.h"
#include "trimvert.h"
#include "simplema.h"
inline int
Subdivider::bbox( TrimVertex *a, TrimVertex *b, TrimVertex *c, int p )
{
return bbox( a->param[p], b->param[p], c->param[p],
a->param[1-p], b->param[1-p], c->param[1-p] );
}
int
Subdivider::ccwTurn_sr( Arc_ptr j1, Arc_ptr j2 ) // dir = 1
{
register TrimVertex *v1 = &j1->pwlArc->pts[j1->pwlArc->npts-1];
register TrimVertex *v1last = &j1->pwlArc->pts[0];
register TrimVertex *v2 = &j2->pwlArc->pts[0];
register TrimVertex *v2last = &j2->pwlArc->pts[j2->pwlArc->npts-1];
register TrimVertex *v1next = v1-1;
register TrimVertex *v2next = v2+1;
int sgn;
assert( v1 != v1last );
assert( v2 != v2last );
#ifndef NDEBUG
dprintf( "arc_ccw_turn, p = %d\n", 0 );
#endif
// the arcs lie on the line (0 == v1->param[0])
if( v1->param[0] == v1next->param[0] && v2->param[0] == v2next->param[0] )
return 0;
if( v2next->param[0] < v2->param[0] || v1next->param[0] < v1->param[0] )
::mylongjmp( jumpbuffer, 28 );
if( v1->param[1] < v2->param[1] )
return 0;
else if( v1->param[1] > v2->param[1] )
return 1;
while( 1 ) {
if( v1next->param[0] < v2next->param[0] ) {
#ifndef NDEBUG
dprintf( "case a\n" );
#endif
assert( v1->param[0] <= v1next->param[0] );
assert( v2->param[0] <= v1next->param[0] );
switch( bbox( v2, v2next, v1next, 1 ) ) {
case -1:
return 0;
case 0:
sgn = ccw( v1next, v2, v2next );
if( sgn != -1 ) {
return sgn;
} else {
dprintf( "decr\n" );
v1 = v1next--;
if( v1 == v1last ) {
dprintf( "no good results\n" );
return 0; // ill-conditioned, guess answer
}
}
break;
case 1:
return 1;
}
} else if( v1next->param[0] > v2next->param[0] ) {
#ifndef NDEBUG
dprintf( "case b\n" );
#endif
assert( v1->param[0] <= v2next->param[0] );
assert( v2->param[0] <= v2next->param[0] );
switch( bbox( v1, v1next, v2next, 1 ) ) {
case -1:
return 1;
case 0:
sgn = ccw( v1next, v1, v2next );
if( sgn != -1 ) {
return sgn;
} else {
dprintf( "incr\n" );
v2 = v2next++;
if( v2 == v2last ) {
dprintf( "no good results\n" );
return 0; // ill-conditioned, guess answer
}
}
break;
case 1:
return 0;
}
} else {
#ifndef NDEBUG
dprintf( "case ab\n" );
#endif
if( v1next->param[1] < v2next->param[1] )
return 0;
else if( v1next->param[1] > v2next->param[1] )
return 1;
else {
dprintf( "incr\n" );
v2 = v2next++;
if( v2 == v2last ) {
dprintf( "no good results\n" );
return 0; // ill-conditioned, guess answer
}
}
}
}
}
int
Subdivider::ccwTurn_sl( Arc_ptr j1, Arc_ptr j2 ) // dir = 0
{
register TrimVertex *v1 = &j1->pwlArc->pts[j1->pwlArc->npts-1];
register TrimVertex *v1last = &j1->pwlArc->pts[0];
register TrimVertex *v2 = &j2->pwlArc->pts[0];
register TrimVertex *v2last = &j2->pwlArc->pts[j2->pwlArc->npts-1];
register TrimVertex *v1next = v1-1;
register TrimVertex *v2next = v2+1;
int sgn;
assert( v1 != v1last );
assert( v2 != v2last );
#ifndef NDEBUG
dprintf( "arc_ccw_turn, p = %d\n", 0 );
#endif
// the arcs lie on the line (0 == v1->param[0])
if( v1->param[0] == v1next->param[0] && v2->param[0] == v2next->param[0] )
return 0;
if( v2next->param[0] > v2->param[0] || v1next->param[0] > v1->param[0] )
::mylongjmp( jumpbuffer, 28 );
if( v1->param[1] < v2->param[1] )
return 1;
else if( v1->param[1] > v2->param[1] )
return 0;
while( 1 ) {
if( v1next->param[0] > v2next->param[0] ) {
#ifndef NDEBUG
dprintf( "case c\n" );
#endif
assert( v1->param[0] >= v1next->param[0] );
assert( v2->param[0] >= v1next->param[0] );
switch( bbox( v2next, v2, v1next, 1 ) ) {
case -1:
return 1;
case 0:
sgn = ccw( v1next, v2, v2next );
if( sgn != -1 )
return sgn;
else {
v1 = v1next--;
dprintf( "decr\n" );
if( v1 == v1last ) {
dprintf( "no good results\n" );
return 0; // ill-conditioned, guess answer
}
}
break;
case 1:
return 0;
}
} else if( v1next->param[0] < v2next->param[0] ) {
#ifndef NDEBUG
dprintf( "case d\n" );
#endif
assert( v1->param[0] >= v2next->param[0] );
assert( v2->param[0] >= v2next->param[0] );
switch( bbox( v1next, v1, v2next, 1 ) ) {
case -1:
return 0;
case 0:
sgn = ccw( v1next, v1, v2next );
if( sgn != -1 )
return sgn;
else {
v2 = v2next++;
dprintf( "incr\n" );
if( v2 == v2last ) {
dprintf( "no good results\n" );
return 0; // ill-conditioned, guess answer
}
}
break;
case 1:
return 1;
}
} else {
dprintf( "case cd\n" );
if( v1next->param[1] < v2next->param[1] )
return 1;
else if( v1next->param[1] > v2next->param[1] )
return 0;
else {
v2 = v2next++;
dprintf( "incr\n" );
if( v2 == v2last ) {
dprintf( "no good results\n" );
return 0; // ill-conditioned, guess answer
}
}
}
}
}
int
Subdivider::ccwTurn_tr( Arc_ptr j1, Arc_ptr j2 ) // dir = 1
{
register TrimVertex *v1 = &j1->pwlArc->pts[j1->pwlArc->npts-1];
register TrimVertex *v1last = &j1->pwlArc->pts[0];
register TrimVertex *v2 = &j2->pwlArc->pts[0];
register TrimVertex *v2last = &j2->pwlArc->pts[j2->pwlArc->npts-1];
register TrimVertex *v1next = v1-1;
register TrimVertex *v2next = v2+1;
int sgn;
assert( v1 != v1last );
assert( v2 != v2last );
#ifndef NDEBUG
dprintf( "arc_ccw_turn, p = %d\n", 1 );
#endif
// the arcs lie on the line (1 == v1->param[1])
if( v1->param[1] == v1next->param[1] && v2->param[1] == v2next->param[1] )
return 0;
if( v2next->param[1] < v2->param[1] || v1next->param[1] < v1->param[1] )
::mylongjmp( jumpbuffer, 28 );
if( v1->param[0] < v2->param[0] )
return 1;
else if( v1->param[0] > v2->param[0] )
return 0;
while( 1 ) {
if( v1next->param[1] < v2next->param[1] ) {
#ifndef NDEBUG
dprintf( "case a\n" );
#endif
assert( v1->param[1] <= v1next->param[1] );
assert( v2->param[1] <= v1next->param[1] );
switch( bbox( v2, v2next, v1next, 0 ) ) {
case -1:
return 1;
case 0:
sgn = ccw( v1next, v2, v2next );
if( sgn != -1 ) {
return sgn;
} else {
dprintf( "decr\n" );
v1 = v1next--;
if( v1 == v1last ) {
dprintf( "no good results\n" );
return 0; // ill-conditioned, guess answer
}
}
break;
case 1:
return 0;
}
} else if( v1next->param[1] > v2next->param[1] ) {
#ifndef NDEBUG
dprintf( "case b\n" );
#endif
assert( v1->param[1] <= v2next->param[1] );
assert( v2->param[1] <= v2next->param[1] );
switch( bbox( v1, v1next, v2next, 0 ) ) {
case -1:
return 0;
case 0:
sgn = ccw( v1next, v1, v2next );
if( sgn != -1 ) {
return sgn;
} else {
dprintf( "incr\n" );
v2 = v2next++;
if( v2 == v2last ) {
dprintf( "no good results\n" );
return 0; // ill-conditioned, guess answer
}
}
break;
case 1:
return 1;
}
} else {
dprintf( "case ab\n" );
if( v1next->param[0] < v2next->param[0] )
return 1;
else if( v1next->param[0] > v2next->param[0] )
return 0;
else {
dprintf( "incr\n" );
v2 = v2next++;
if( v2 == v2last ) {
dprintf( "no good results\n" );
return 0; // ill-conditioned, guess answer
}
}
}
}
}
int
Subdivider::ccwTurn_tl( Arc_ptr j1, Arc_ptr j2 )
{
register TrimVertex *v1 = &j1->pwlArc->pts[j1->pwlArc->npts-1];
register TrimVertex *v1last = &j1->pwlArc->pts[0];
register TrimVertex *v2 = &j2->pwlArc->pts[0];
register TrimVertex *v2last = &j2->pwlArc->pts[j2->pwlArc->npts-1];
register TrimVertex *v1next = v1-1;
register TrimVertex *v2next = v2+1;
int sgn;
assert( v1 != v1last );
assert( v2 != v2last );
#ifndef NDEBUG
dprintf( "arc_ccw_turn, p = %d\n", 1 );
#endif
// the arcs lie on the line (1 == v1->param[1])
if( v1->param[1] == v1next->param[1] && v2->param[1] == v2next->param[1] )
return 0;
if( v2next->param[1] > v2->param[1] || v1next->param[1] > v1->param[1] )
::mylongjmp( jumpbuffer, 28 );
if( v1->param[0] < v2->param[0] )
return 0;
else if( v1->param[0] > v2->param[0] )
return 1;
while( 1 ) {
if( v1next->param[1] > v2next->param[1] ) {
#ifndef NDEBUG
dprintf( "case c\n" );
#endif
assert( v1->param[1] >= v1next->param[1] );
assert( v2->param[1] >= v1next->param[1] );
switch( bbox( v2next, v2, v1next, 0 ) ) {
case -1:
return 0;
case 0:
sgn = ccw( v1next, v2, v2next );
if( sgn != -1 )
return sgn;
else {
v1 = v1next--;
dprintf( "decr\n" );
if( v1 == v1last ) {
dprintf( "no good results\n" );
return 0; // ill-conditioned, guess answer
}
}
break;
case 1:
return 1;
}
} else if( v1next->param[1] < v2next->param[1] ) {
#ifndef NDEBUG
dprintf( "case d\n" );
assert( v1->param[1] >= v2next->param[1] );
assert( v2->param[1] >= v2next->param[1] );
#endif
switch( bbox( v1next, v1, v2next, 0 ) ) {
case -1:
return 1;
case 0:
sgn = ccw( v1next, v1, v2next );
if( sgn != -1 )
return sgn;
else {
v2 = v2next++;
dprintf( "incr\n" );
if( v2 == v2last ) {
dprintf( "no good results\n" );
return 0; // ill-conditioned, guess answer
}
}
break;
case 1:
return 0;
}
} else {
dprintf( "case cd\n" );
if( v1next->param[0] < v2next->param[0] )
return 0;
else if( v1next->param[0] > v2next->param[0] )
return 1;
else {
v2 = v2next++;
dprintf( "incr\n" );
if( v2 == v2last ) {
dprintf( "no good results\n" );
return 0; // ill-conditioned, guess answer
}
}
}
}
}
#ifndef NDEBUG
int
Subdivider::bbox( register REAL sa, register REAL sb, register REAL sc,
register REAL ta, register REAL tb, register REAL tc )
#else
int
Subdivider::bbox( register REAL sa, register REAL sb, register REAL sc,
register REAL , register REAL , register REAL )
#endif
{
#ifndef NDEBUG
assert( tc >= ta );
assert( tc <= tb );
#endif
if( sa < sb ) {
if( sc <= sa ) {
return -1;
} else if( sb <= sc ) {
return 1;
} else {
return 0;
}
} else if( sa > sb ) {
if( sc >= sa ) {
return 1;
} else if( sb >= sc ) {
return -1;
} else {
return 0;
}
} else {
if( sc > sa ) {
return 1;
} else if( sb > sc ) {
return -1;
} else {
return 0;
}
}
}
/*----------------------------------------------------------------------------
* ccw - determine how three points are oriented by computing their
* determinant.
* Return 1 if the vertices are ccw oriented,
* 0 if they are cw oriented, or
* -1 if the computation is ill-conditioned.
*----------------------------------------------------------------------------
*/
int
Subdivider::ccw( TrimVertex *a, TrimVertex *b, TrimVertex *c )
{
REAL d = det3( a, b, c );
if( abs(d) < 0.0001 ) return -1;
return (d < 0.0) ? 0 : 1;
}