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csDSquaredDist Class Reference
[Geometry utilities]

Some functions to perform squared distance calculations. More...

#include <math3d_d.h>

List of all members.

Static Public Methods

double PointPoint (const csDVector3 &p1, const csDVector3 &p2)
 Returns the squared distance between two points.

double PointLine (const csDVector3 &p, const csDVector3 &l1, const csDVector3 &l2)
 Returns the squared distance between a point and a line.

double PointPlane (const csDVector3 &p, const csDPlane &plane)
 Returns the squared distance between a point and a normalized plane.

double PointPoly (const csDVector3 &p, csDVector3 *V, int n, const csDPlane &plane, double sqdist=-1)
 Returns the squared distance between a point and a polygon.

Detailed Description

Some functions to perform squared distance calculations.

This is a static class and contains only static member functions.

Definition at line 568 of file math3d_d.h.

Member Function Documentation

double csDSquaredDist::PointLine (  const csDVector3 &    p,
const csDVector3 &    l1,
const csDVector3 &    l2
)  [static]
 

Returns the squared distance between a point and a line.

double csDSquaredDist::PointPlane (  const csDVector3 &    p,
const csDPlane &    plane
)  [inline, static]
 

Returns the squared distance between a point and a normalized plane.

Definition at line 580 of file math3d_d.h.

References csDPlane::Classify().

double csDSquaredDist::PointPoint (  const csDVector3 &    p1,
const csDVector3 &    p2
)  [inline, static]
 

Returns the squared distance between two points.

Definition at line 572 of file math3d_d.h.

References csDVector3::x, csDVector3::y, and csDVector3::z.

double csDSquaredDist::PointPoly (  const csDVector3 &    p,
csDVector3 *    V,
int    n,
const csDPlane &    plane,
double    sqdist = -1
)  [static]
 

Returns the squared distance between a point and a polygon.

If sqdist is >= 0, then it is used as the pre-calculated point to plane distance. V is an array of vertices, n is the number of vertices, and plane is the polygon plane.

The documentation for this class was generated from the following file:
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