mapdesc.cc

这是一个开放源代码的与WINNT/WIN2K/WIN2003兼容的操作系统

 *	or intersecting the viewing frustrum.
 *--------------------------------------------------------------------------
 */
int
Mapdesc::cullCheck( REAL *pts, int order, int stride )
{
    unsigned int inbits = mask;
    unsigned int outbits  = 0;

    REAL *p = pts;
    for( REAL *pend = p + order * stride; p != pend; p += stride ) {
	unsigned int bits = clipbits( p );
	outbits |= bits;
	inbits &= bits;
	if( ( outbits == (unsigned int)mask ) && ( inbits != (unsigned int)mask ) ) return CULL_ACCEPT;
    }

    if( outbits != (unsigned int)mask ) {
	return CULL_TRIVIAL_REJECT;
    } else if( inbits == (unsigned int)mask ) {
	return CULL_TRIVIAL_ACCEPT;
    } else {
	return CULL_ACCEPT;
    }
}

/*--------------------------------------------------------------------------
 * xformSampling - transform a set of points that may be EITHER 
 *	homogeneous or inhomogeneous depending on the map description 
 *	into sampling space 
 *--------------------------------------------------------------------------
 */
void
Mapdesc::xformSampling( REAL *pts, int order, int stride, REAL *sp, int outstride )
{
    xformMat( smat, pts, order, stride, sp, outstride );
}

void
Mapdesc::xformBounding( REAL *pts, int order, int stride, REAL *sp, int outstride )
{
    xformMat( bmat, pts, order, stride, sp, outstride );
}

/*--------------------------------------------------------------------------
 * xformCulling - transform a set of points that may be EITHER 
 *	homogeneous or inhomogeneous depending on the map description 
 *	into culling space 
 *--------------------------------------------------------------------------
 */
void
Mapdesc::xformCulling( REAL *pts, int order, int stride, REAL *cp, int outstride )
{
    xformMat( cmat, pts, order, stride, cp, outstride );
}

/*--------------------------------------------------------------------------
 * xformCulling - transform a set of points that may be EITHER 
 *	homogeneous or inhomogeneous depending on the map description 
 *	into culling space 
 *--------------------------------------------------------------------------
 */
void
Mapdesc::xformCulling( REAL *pts, 
    int uorder, int ustride,
    int vorder, int vstride, 
    REAL *cp, int outustride, int outvstride )
{
    xformMat( cmat, pts, uorder, ustride, vorder, vstride, cp, outustride, outvstride );
}

/*--------------------------------------------------------------------------
 * xformSampling - transform a set of points that may be EITHER 
 *	homogeneous or inhomogeneous depending on the map description 
 *	into sampling space 
 *--------------------------------------------------------------------------
 */
void
Mapdesc::xformSampling( REAL *pts, 
    int uorder, int ustride, 
    int vorder, int vstride, 
    REAL *sp, int outustride, int outvstride )
{
    xformMat( smat, pts, uorder, ustride, vorder, vstride, sp, outustride, outvstride );
}

void
Mapdesc::xformBounding( REAL *pts, 
    int uorder, int ustride, 
    int vorder, int vstride, 
    REAL *sp, int outustride, int outvstride )
{
    xformMat( bmat, pts, uorder, ustride, vorder, vstride, sp, outustride, outvstride );
}

void
Mapdesc::xformMat( 
    Maxmatrix	mat, 
    REAL *	pts, 
    int 	order, 
    int 	stride,
    REAL *	cp, 
    int 	outstride )
{
    if( isrational ) {
	REAL *pend = pts + order * stride;
	for( REAL *p = pts ; p != pend; p += stride ) {
	    xformRational( mat, cp, p );
	    cp += outstride;
	}       
    } else {
	REAL *pend = pts + order * stride;
	for( REAL *p = pts ; p != pend; p += stride ) {
	    xformNonrational( mat, cp, p );
	    cp += outstride;
	}	
    }
}

void
Mapdesc::xformMat( Maxmatrix mat, REAL *pts, 
    int uorder, int ustride, 
    int vorder, int vstride, 
    REAL *cp, int outustride, int outvstride )
{
    if( isrational ) {
	REAL *pend = pts + uorder * ustride;
	for( REAL *p = pts ; p != pend; p += ustride ) {
	    REAL *cpts2 = cp;
	    REAL *qend = p + vorder * vstride;
	    for( REAL *q = p; q != qend; q += vstride ) {
		xformRational( mat, cpts2, q );
		cpts2 += outvstride;
	    } 
	    cp += outustride;
	}
    } else {
	REAL *pend = pts + uorder * ustride;
	for( REAL *p = pts ; p != pend; p += ustride ) {
	    REAL *cpts2 = cp;
	    REAL *qend = p + vorder * vstride;
	    for( REAL *q = p; q != qend; q += vstride ) {
		xformNonrational( mat, cpts2, q );
		cpts2 += outvstride;
	    } 
	    cp += outustride;
	}
    }
}

/*--------------------------------------------------------------------------
 * subdivide - subdivide a curve along an isoparametric line
 *--------------------------------------------------------------------------
 */

void
Mapdesc::subdivide( REAL *src, REAL *dst, REAL v, int stride, int order )
{
    REAL mv = 1.0 - v;

    for( REAL *send=src+stride*order; src!=send; send-=stride, dst+=stride ) {
	copyPt( dst, src );
	REAL *qpnt = src + stride;
	for( REAL *qp=src; qpnt!=send; qp=qpnt, qpnt+=stride )
	    sumPt( qp, qp, qpnt, mv, v );
    }
}

/*--------------------------------------------------------------------------
 * subdivide - subdivide a patch along an isoparametric line
 *--------------------------------------------------------------------------
 */

void
Mapdesc::subdivide( REAL *src, REAL *dst, REAL v, 
    int so, int ss, int to, int ts  )
{
    REAL mv = 1.0 - v;

    for( REAL *slast = src+ss*so; src != slast; src += ss, dst += ss ) {
	REAL *sp = src;
	REAL *dp = dst;
        for( REAL *send = src+ts*to; sp != send; send -= ts, dp += ts ) {
	    copyPt( dp, sp );
	    REAL *qp = sp;
	    for( REAL *qpnt = sp+ts; qpnt != send; qp = qpnt, qpnt += ts )
	        sumPt( qp, qp, qpnt, mv, v );
	}
    }
}


#define sign(x)	((x > 0) ? 1 : ((x < 0.0) ? -1 : 0))

/*--------------------------------------------------------------------------
 * project - project a set of homogeneous coordinates into inhomogeneous ones
 *--------------------------------------------------------------------------
 */
int
Mapdesc::project( REAL *src, int rstride, int cstride, 
	          REAL *dest, int trstride, int tcstride,
		  int nrows, int ncols )
{
    int s = sign( src[inhcoords] );
    REAL *rlast = src + nrows * rstride;
    REAL *trptr = dest;
    for( REAL *rptr=src; rptr != rlast; rptr+=rstride, trptr+=trstride ) {
	REAL *clast = rptr + ncols * cstride;
	REAL *tcptr = trptr;
	for( REAL *cptr = rptr; cptr != clast; cptr+=cstride, tcptr+=tcstride ) {
	    REAL *coordlast = cptr + inhcoords;
	    if( sign( *coordlast ) != s ) return 0;
	    REAL *tcoord = tcptr;
	    for( REAL *coord = cptr; coord != coordlast; coord++, tcoord++ ) {
		*tcoord = *coord / *coordlast;
	    }
	}
    }
    return 1;
}

/*--------------------------------------------------------------------------
 * project - project a set of homogeneous coordinates into inhomogeneous ones
 *--------------------------------------------------------------------------
 */
int
Mapdesc::project( REAL *src, int stride, REAL *dest, int tstride, int ncols )
{
    int s = sign( src[inhcoords] );

    REAL *clast = src + ncols * stride;
    for( REAL *cptr = src, *tcptr = dest; cptr != clast; cptr+=stride, tcptr+=tstride ) {
	REAL *coordlast = cptr + inhcoords;
	if( sign( *coordlast ) != s ) return 0;
	for( REAL *coord = cptr, *tcoord = tcptr; coord != coordlast; coord++, tcoord++ ) 
	    *tcoord = *coord / *coordlast;
    }

    return 1;
}

int
Mapdesc::bboxTooBig( 
    REAL *p, 
    int	 rstride,
    int	 cstride,
    int	 nrows,
    int	 ncols,
    REAL bb[2][MAXCOORDS] )
{
    REAL bbpts[MAXORDER][MAXORDER][MAXCOORDS];
    const int trstride = sizeof(bbpts[0]) / sizeof(REAL);
    const int tcstride = sizeof(bbpts[0][0]) / sizeof(REAL); 

    // points have been transformed, therefore they are homogeneous
    // project points
    int val = project( p, rstride, cstride, 
	     &bbpts[0][0][0], trstride, tcstride, nrows, ncols );
    if( val == 0 ) return -1;

    // compute bounding box
    bbox( bb, &bbpts[0][0][0], trstride, tcstride, nrows, ncols );

    // find out if bounding box can't fit in unit cube
    if( bbox_subdividing == N_BBOXROUND ) {
	for( int k=0; k != inhcoords; k++ )
	    if( ceilf(bb[1][k]) - floorf(bb[0][k]) > bboxsize[k] ) return 1;
    } else {
	for( int k=0; k != inhcoords; k++ )
	    if( bb[1][k] - bb[0][k] > bboxsize[k] ) return 1;
    }
    return 0;  
}

void
Mapdesc::bbox( 
    REAL bb[2][MAXCOORDS], 
    REAL *p, 
    int	 rstride,
    int	 cstride,
    int	 nrows,
    int	 ncols )
{
    int k;
    for( k=0; k != inhcoords; k++ )
	 bb[0][k] = bb[1][k] = p[k];

    for( int i=0; i != nrows; i++ ) 
	for( int j=0; j != ncols; j++ ) 
	    for( k=0; k != inhcoords; k++ ) {
		REAL x = p[i*rstride + j*cstride + k];
		if(  x < bb[0][k] ) bb[0][k] = x;
		else if( x > bb[1][k] ) bb[1][k] = x;
	    }
}

/*--------------------------------------------------------------------------
 * calcVelocityRational - calculate upper bound on first partial derivative 
 *	of a homogeneous set of points and bounds on each row of points.
 *--------------------------------------------------------------------------
 */
REAL
Mapdesc::calcVelocityRational( REAL *p, int stride, int ncols )
{
    REAL tmp[MAXORDER][MAXCOORDS];

    assert( ncols <= MAXORDER );

    const int tstride = sizeof(tmp[0]) / sizeof(REAL); 

    if( project( p, stride, &tmp[0][0], tstride, ncols ) ) {
	return calcPartialVelocity( &tmp[0][0], tstride, ncols, 1, 1.0 );
    } else { /* XXX */
	return calcPartialVelocity( &tmp[0][0], tstride, ncols, 1, 1.0 );
    }
}

/*--------------------------------------------------------------------------
 * calcVelocityNonrational - calculate upper bound on  first partial 
 *	derivative of a inhomogeneous set of points.
 *--------------------------------------------------------------------------
 */
REAL
Mapdesc::calcVelocityNonrational( REAL *pts, int stride, int ncols )
{
    return calcPartialVelocity( pts, stride, ncols, 1, 1.0 );
}

int
Mapdesc::isProperty( long property )
{
    switch ( property ) {
	case N_PIXEL_TOLERANCE:
	case N_ERROR_TOLERANCE:
	case N_CULLING:
	case N_BBOX_SUBDIVIDING:
	case N_S_STEPS:
	case N_T_STEPS:
        case N_SAMPLINGMETHOD:
        case N_CLAMPFACTOR:
        case N_MINSAVINGS:
	    return 1;
	default:
	    return 0;
    }
}

REAL
Mapdesc::getProperty( long property )
{
    switch ( property ) {
	case N_PIXEL_TOLERANCE:
	    return pixel_tolerance;
	case N_ERROR_TOLERANCE:
	    return error_tolerance;
	case N_CULLING:
	    return culling_method;
	case N_BBOX_SUBDIVIDING:
	    return bbox_subdividing;
	case N_S_STEPS:
	    return s_steps;
	case N_T_STEPS:
	    return t_steps;
        case N_SAMPLINGMETHOD:
	    return sampling_method;
        case N_CLAMPFACTOR:
	    return clampfactor;
        case N_MINSAVINGS:
	    return minsavings;
	default:
	    abort();
	    return -1; //not necessary, needed to shut up compiler
    }
}

void
Mapdesc::setProperty( long property, REAL value )
{

    switch ( property ) {
	case N_PIXEL_TOLERANCE:
	    pixel_tolerance = value;
	    break;
	case N_ERROR_TOLERANCE:
	    error_tolerance = value;
	    break;
	case N_CULLING:
	    culling_method = value;
	    break;
	case N_BBOX_SUBDIVIDING:
	    if( value <= 0.0 ) value = N_NOBBOXSUBDIVISION;
	    bbox_subdividing = value;
	    break;
	case N_S_STEPS:
	    if( value < 0.0 ) value = 0.0;
	    s_steps = value;
	    maxrate = ( value < 0.0 ) ? 0.0 : value;
	    maxsrate = ( value < 0.0 ) ? 0.0 : value;
	    break;
	case N_T_STEPS:
	    if( value < 0.0 ) value = 0.0;
	    t_steps = value;
	    maxtrate = ( value < 0.0 ) ? 0.0 : value;
	    break;
	case N_SAMPLINGMETHOD:
	    sampling_method = value;
	    break;
	case N_CLAMPFACTOR:
	    if( value <= 0.0 ) value = N_NOCLAMPING;
	    clampfactor = value;
	    break;
	case N_MINSAVINGS:
	    if( value <= 0.0 ) value = N_NOSAVINGSSUBDIVISION;
	    minsavings = value;
	    break;
	default:
	    abort();
	    break;
    }
}