Denote a point in the spherical coordinate. More...

Public Member Functions
	SpherePosition (double a, double t, double p)
	SpherePosition (double t, double p)
	Create a vector of unit length with the given angles.
CartPosition	toCart ()
	Convert to the Cartesian coordinate.

Public Attributes
double	r
	radial distance, $r \ge 0$ .
double	theta
	(rad) angle with respect to +Z axis, $0 \le \theta \le \pi$ .
double	phi
	(rad) angle with respect to +X axis on the XY plane, $0 \le \phi < 2\pi$ .

Detailed Description

Denote a point in the spherical coordinate.

Constructor & Destructor Documentation

SpherePosition::SpherePosition	(	double	a,
		double	t,
		double	p
	)

Parameters

a	radial distance, $r \ge 0$ .
t	theta (rad) angle with respect to +Z axis, $0 \le \theta \le \pi$ .
p	phi (rad) angle with respect to +X axis on the XY plane, $0 \le \phi < 2\pi$ .

SpherePosition::SpherePosition	(	double	t,
		double	p
	)

Create a vector of unit length with the given angles.

CartPosition SpherePosition::toCart ( )

Convert to the Cartesian coordinate.

double SpherePosition::phi

(rad) angle with respect to +X axis on the XY plane, $0 \le \phi < 2\pi$ .

double SpherePosition::r

radial distance, $r \ge 0$ .

double SpherePosition::theta

(rad) angle with respect to +Z axis, $0 \le \theta \le \pi$ .

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