SpatialConstraint
#include <SpatialConstraint.h>
Public Member Functions | |
SpatialConstraint () | |
SpatialConstraint (SpatialVector, float64) | |
bool | contains (const SpatialVector v) |
SpatialVector & | v () |
Detailed Description
The Constraint is really a cone on the sky-sphere.
It is characterized by its direction a_, the opening angle s_ and its cosine – the distance of the plane intersecting the sphere and the sphere center. If d_ = 0, we have a half-sphere. If it is negative, we have a 'hole' i.e. the room angle is larger than 90degrees.
Example: positive distance
____ --- --- / /|\ / / |=\ | / |==| this side is in the convex. | /\s |===| |------------|---| -> direction a | \ |===| | \ |==| \ \ |=/ \ \|/ ---____--- <-d-> is positive (s < 90)
Example: negative distance
____ ---====--- this side is /========/|\ in the /========/=| \ convex |==== s__/==| | |===== / /===| | dir. a <- |------------|---| 'hole' in the sphere |========\===| | |========\==| | \========\=| / \========\|/ ---____--- <-d-> is negative (s > 90)
for d=0 we have a half-sphere. Combining such, we get triangles, rectangles etc on the sphere surface (pure ZERO convexes)
Definition at line 75 of file SpatialConstraint.h.
Constructor & Destructor Documentation
◆ SpatialConstraint() [1/2]
|
inline |
Constructor.
Definition at line 79 of file SpatialConstraint.h.
◆ SpatialConstraint() [2/2]
SpatialConstraint::SpatialConstraint | ( | SpatialVector | a, |
float64 | d ) |
Initialization constructor.
Definition at line 29 of file SpatialConstraint.cpp.
Member Function Documentation
◆ contains()
bool SpatialConstraint::contains | ( | const SpatialVector | v | ) |
check whether a vector is inside this
Definition at line 42 of file SpatialConstraint.cpp.
◆ v()
|
inline |
give back vector
Definition at line 88 of file SpatialConstraint.h.
The documentation for this class was generated from the following files:
Documentation copyright © 1996-2024 The KDE developers.
Generated on Sat Dec 21 2024 17:04:48 by doxygen 1.12.0 written by Dimitri van Heesch, © 1997-2006
KDE's Doxygen guidelines are available online.