Arbitrarily-oriented plane. More...
#include <pDomain.h>
Inheritance diagram for PDPlane:
Public Member Functions | |
| PDPlane (const pVec &p0, const pVec &Normal) | |
| void | PDPlane_Cons (const pVec &p0, const pVec &Normal) |
| bool | Within (const pVec &pos) const |
| Returns true if the point is in the positive half-space of the plane (in the plane or on the side that Normal points to). More... | |
| pVec | Generate () const |
| Returns the point p0. More... | |
| float | Size () const |
| Returns the size of the domain (length, area, or volume). More... | |
| std::shared_ptr< pDomain > | copy () const |
| virtual bool | Within (const pVec &) const =0 |
| Returns true if the given point is within the domain. More... | |
| virtual pVec | Generate () const =0 |
| Returns a random point in the domain. More... | |
| virtual float | Size () const =0 |
| Returns the size of the domain (length, area, or volume). More... | |
| virtual std::shared_ptr< pDomain > | copy () const =0 |
Public Attributes | |
| pVec | p |
| pVec | nrm |
| float | D |
 Public Attributes inherited from pDomain | |
| pDomainType_E | Which |
Detailed Description
Arbitrarily-oriented plane.
The point p0 is a point on the plane. Normal is the normal vector of the plane. If you have a plane in a,b,c,d form remember that n = [a,b,c] and you can compute a suitable point p0 as p0 = -n*d. The normal will get normalized, so it need not already be unit length.
Generate returns the point p0. Within returns true if the point is in the positive half-space of the plane (in the plane or on the side that Normal points to).
Constructor & Destructor Documentation
◆ PDPlane()
Member Function Documentation
◆ copy()
◆ Generate()
◆ PDPlane_Cons()
◆ Size()
|
inlinevirtual |
Returns the size of the domain (length, area, or volume).
Implements pDomain.
◆ Within()
|
inlinevirtual |
Returns true if the point is in the positive half-space of the plane (in the plane or on the side that Normal points to).
Implements pDomain.
Member Data Documentation
◆ D
| float D |
◆ nrm
| pVec nrm |
◆ p
| pVec p |
The documentation for this struct was generated from the following file:
