FConstSphereRegion Class Reference

#include <fconstsphereregion.h>

Inheritance diagram for FConstSphereRegion:

Collaboration diagram for FConstSphereRegion:

Public Member Functions
	FConstSphereRegion (double constValue, double outsideValue, double radius, double center1, double center2, double center3)
virtual double	operator() (const VecDouble &p, const unsigned int component=0) const
virtual	~FConstSphereRegion ()
Private Attributes
double	m_constValue
double	m_radius
double	m_center1
double	m_center2
double	m_center3
double	m_outsideValue

Detailed Description

Implements the following function

x = constValue for |x-centerPoint| < radius 0 otherwise.

Where constValue, the centerPoint and the radius are passes as argumentos to the constructor of the class

Definition at line 17 of file fconstsphereregion.h.

Constructor & Destructor Documentation

FConstSphereRegion::FConstSphereRegion	(	double	constValue,
		double	outsideValue,
		double	radius,
		double	center1,
		double	center2,
		double	center3
	)

Definition at line 5 of file fconstsphereregion.cpp.

00006 {
00007   m_constValue = constValue;
00008   m_outsideValue = outsideValue;
00009   m_radius = radius;
00010   m_center1 = center1;
00011   m_center2 = center2;
00012   m_center3 = center3;
00013 }

virtual FConstSphereRegion::~FConstSphereRegion ( ) [inline, virtual]

Definition at line 28 of file fconstsphereregion.h.

00028 {}

Member Function Documentation

double FConstSphereRegion::operator()	(	const VecDouble &	p,
		const unsigned int	component = `0`
	)			const `[virtual]`

Implements GeneralFunctionInterface.

Definition at line 15 of file fconstsphereregion.cpp.

00016 { 
00017   Point3D P;
00018   P[0] = p(0) - m_center1;
00019   P[1] = p(1) - m_center2;
00020   P[2] = p(2) - m_center3;
00021 
00022   if (sqrt(P[0]*P[0] + P[1]*P[1] + P[2]*P[2]) < m_radius)
00023   {
00024     return m_constValue;
00025   }
00026   else
00027     return m_outsideValue;
00028 }