'\"! tbl | mmdoc '\"macro stdmacro .ie n \{\ . ds Cr \fB . ds Cb \fB .\} .el \{\ . ds Cr \f7 . ds Cb \f8 .\} .TH SbBox2s(3IV) .SH NAME SbBox2s \(em 2D box class .SH INHERITS FROM SbBox2s .SH SYNOPSIS .ps -1 \*(Cr#include .sp .in 1i \f1Methods from class SbBox2s: .in 0.5i .sp .ta 20m .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Cr .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbSbBox2s\*(Cr() .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Cr .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbSbBox2s\*(Cr(short xmin, short ymin, short xmax, short ymax) .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Cr .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbSbBox2s\*(Cr(const SbVec2s &_min, const SbVec2s &_max) .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crvoid .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(Cb~SbBox2s\*(Cr() .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crconst SbVec2s & .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbgetMin\*(Cr() const .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crconst SbVec2s & .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbgetMax\*(Cr() const .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crvoid .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbextendBy\*(Cr(const SbVec2s &point) .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crvoid .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbextendBy\*(Cr(const SbBox2s &box) .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(CrSbBool .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(Cbintersect\*(Cr(const SbVec2s &point) const .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(CrSbBool .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(Cbintersect\*(Cr(const SbBox2s &box) const .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crvoid .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbsetBounds\*(Cr(short xmin, short ymin, short xmax, short ymax) .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crvoid .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbsetBounds\*(Cr(const SbVec2s &_min, const SbVec2s &_max) .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crvoid .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbgetBounds\*(Cr(short &xmin, short &ymin, short &xmax, short &ymax) const .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crvoid .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbgetBounds\*(Cr(SbVec2s &_min, SbVec2s &_max) const .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crvoid .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbgetOrigin\*(Cr(short &originX, short &originY) const .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crvoid .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbgetSize\*(Cr(short &sizeX, short &sizeY) const .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crfloat .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbgetAspectRatio\*(Cr() const .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crvoid .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbmakeEmpty\*(Cr() .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crint .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(Cboperator ==\*(Cr(const SbBox2s &b1, const SbBox2s &b2) .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crint .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(Cboperator !=\*(Cr(const SbBox2s &b1, const SbBox2s &b2) .sp .SH DESCRIPTION 2D box which has planes parallel to the major axes and is specified by two points (specified with short integers) on a diagonal. This class is part of the standard Inventor datatype classes and is used \&as input and output to geometry operations. .SH METHODS .ta 20m .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Cr .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbSbBox2s\*(Cr() .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Cr .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbSbBox2s\*(Cr(short xmin, short ymin, short xmax, short ymax) .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Cr .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbSbBox2s\*(Cr(const SbVec2s &_min, const SbVec2s &_max) .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crvoid .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(Cb~SbBox2s\*(Cr() .br .in 1i \f1Constructors and destructor for a 2D integer box. \*(Crxmin\f1, \*(Crymin\f1, \*(Crxmax\f1, and \*(Crymax\f1 are the bounds of the box. \*(Crmin\f1 and \*(Crmax\f1 are the corners of the diagonal that define the box. .sp .in 0.5i .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crconst SbVec2s & .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbgetMin\*(Cr() const .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crconst SbVec2s & .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbgetMax\*(Cr() const .br .in 1i \f1Returns the minimum and maximum points of the box. .sp .in 0.5i .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crvoid .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbextendBy\*(Cr(const SbVec2s &point) .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crvoid .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbextendBy\*(Cr(const SbBox2s &box) .br .in 1i \f1Extends this box (if necessary) to contain the specified \*(Crpoint\f1 or other \*(Crbox\f1. .sp .in 0.5i .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(CrSbBool .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(Cbintersect\*(Cr(const SbVec2s &point) const .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(CrSbBool .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(Cbintersect\*(Cr(const SbBox2s &box) const .br .in 1i \f1Returns TRUE if the specified \*(Crpoint\f1 or \*(Crbox\f1 intersects this box. .sp .in 0.5i .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crvoid .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbsetBounds\*(Cr(short xmin, short ymin, short xmax, short ymax) .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crvoid .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbsetBounds\*(Cr(const SbVec2s &_min, const SbVec2s &_max) .br .in 1i \f1Sets the corners of the box. .sp .in 0.5i .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crvoid .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbgetBounds\*(Cr(short &xmin, short &ymin, short &xmax, short &ymax) const .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crvoid .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbgetBounds\*(Cr(SbVec2s &_min, SbVec2s &_max) const .br .in 1i \f1Gets the corners of the box. .sp .in 0.5i .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crvoid .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbgetOrigin\*(Cr(short &originX, short &originY) const .br .in 1i \f1Returns origin (minimum point) of box. .sp .in 0.5i .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crvoid .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbgetSize\*(Cr(short &sizeX, short &sizeY) const .br .in 1i \f1Returns box size. .sp .in 0.5i .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crfloat .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbgetAspectRatio\*(Cr() const .br .in 1i \f1Returns aspect ratio (ratio of width to height) of box. .sp .in 0.5i .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crvoid .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(CbmakeEmpty\*(Cr() .br .in 1i \f1Makes an empty box. .sp .in 0.5i .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crint .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(Cboperator ==\*(Cr(const SbBox2s &b1, const SbBox2s &b2) .br .in 1i+20n .ti 0.5i .ta 20m .ds Pt \*(Crint .ie \w'\*(Pt'>=20n \{\ .ne 3 \*(Pt .ti 0.5i \c\ \} .el\{\ .ne 2 \*(Pt \c\ \} \*(Cboperator !=\*(Cr(const SbBox2s &b1, const SbBox2s &b2) .br .in 1i \f1Equality comparisons. .sp .in 0.5i .SH SEE ALSO \*(CbSbBox3f, SbXfBox3f, SbBox2f, SbVec3f, SbVec2f, SbVec2s, SbMatrix