KiCad PCB EDA Suite
ccylinder.h
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1 /*
2  * This program source code file is part of KiCad, a free EDA CAD application.
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4  * Copyright (C) 2015-2016 Mario Luzeiro <mrluzeiro@ua.pt>
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24 
30 #ifndef _CCYLINDER_H_
31 #define _CCYLINDER_H_
32 
33 #include "cobject.h"
34 
38 class CVCYLINDER : public COBJECT
39 {
40 
41 public:
48  CVCYLINDER( SFVEC2F aCenterPoint, float aZmin, float aZmax, float aRadius );
49 
50  void SetColor( SFVEC3F aObjColor ) { m_diffusecolor = aObjColor; }
51 
52  // Imported from COBJECT
53  bool Intersect( const RAY &aRay, HITINFO &aHitInfo ) const override;
54  bool IntersectP(const RAY &aRay , float aMaxDistance ) const override;
55  bool Intersects( const CBBOX &aBBox ) const override;
56  SFVEC3F GetDiffuseColor( const HITINFO &aHitInfo ) const override;
57 
58 private:
61  float m_inv_radius;
63 };
64 
65 
66 #endif // _CCYLINDER_H_
bool Intersects(const CBBOX &aBBox) const override
Function Intersects.
Definition: ccylinder.cpp:179
Definition: ray.h:43
SFVEC3F m_diffusecolor
Definition: ccylinder.h:62
void SetColor(SFVEC3F aObjColor)
Definition: ccylinder.h:50
glm::vec2 SFVEC2F
Definition: xv3d_types.h:45
bool Intersect(const RAY &aRay, HITINFO &aHitInfo) const override
Functions Intersect.
Definition: ccylinder.cpp:54
SFVEC3F GetDiffuseColor(const HITINFO &aHitInfo) const override
Definition: ccylinder.cpp:185
CVCYLINDER(SFVEC2F aCenterPoint, float aZmin, float aZmax, float aRadius)
Constructor CVCYLINDER.
Definition: ccylinder.cpp:34
A vertical cylinder.
Definition: ccylinder.h:38
Stores the hit information of a ray with a point on the surface of a object.
Definition: hitinfo.h:40
glm::vec3 SFVEC3F
Definition: xv3d_types.h:47
bool IntersectP(const RAY &aRay, float aMaxDistance) const override
Functions Intersect for shadow test.
Definition: ccylinder.cpp:130
float m_inv_radius
Definition: ccylinder.h:61
SFVEC2F m_center
Definition: ccylinder.h:59
float m_radius_squared
Definition: ccylinder.h:60
Class CBBOX manages a bounding box defined by two SFVEC3F min max points.
Definition: cbbox.h:40