Ogre::Degree Class Reference

Wrapper class which indicates a given angle value is in Degrees. More...

#include <OgreMath.h>

Public Member Functions
	Degree (const Radian &r)
	Degree (Real d=0)
bool	operator!= (const Degree &d) const
Degree	operator* (const Degree &f) const
Degree	operator* (Real f) const
Degree &	operator*= (Real f)
const Degree &	operator+ () const
Degree	operator+ (const Degree &d) const
Degree	operator+ (const Radian &r) const
Degree &	operator+= (const Degree &d)
Degree &	operator+= (const Radian &r)
Degree	operator- () const
Degree	operator- (const Degree &d) const
Degree	operator- (const Radian &r) const
Degree &	operator-= (const Degree &d)
Degree &	operator-= (const Radian &r)
Degree	operator/ (Real f) const
Degree &	operator/= (Real f)
bool	operator< (const Degree &d) const
bool	operator<= (const Degree &d) const
Degree &	operator= (const Radian &r)
Degree &	operator= (const Real &f)
bool	operator== (const Degree &d) const
bool	operator> (const Degree &d) const
bool	operator>= (const Degree &d) const
Real	valueAngleUnits () const
Real	valueDegrees () const
Real	valueRadians () const

Detailed Description

Wrapper class which indicates a given angle value is in Degrees.

Remarks

Degree values are interchangeable with Radian values, and conversions will be done automatically between them.

Constructor & Destructor Documentation

Degree() [1/2]

Ogre::Degree::Degree ( Real  d = 0 )

inlineexplicit

Referenced by operator*(), operator+(), operator-(), and operator/().

Degree() [2/2]

Ogre::Degree::Degree ( const Radian &  r )

inline

Member Function Documentation

operator!=()

bool Ogre::Degree::operator!= ( const Degree &  d ) const

inline

operator*() [1/2]

Degree Ogre::Degree::operator* ( const Degree &  f ) const

inline

References Degree().

operator*() [2/2]

Degree Ogre::Degree::operator* ( Real  f ) const

inline

References Degree().

operator*=()

Degree& Ogre::Degree::operator*= ( Real  f )

inline

operator+() [1/3]

const Degree& Ogre::Degree::operator+ ( ) const

inline

operator+() [2/3]

Degree Ogre::Degree::operator+ ( const Degree &  d ) const

inline

References Degree().

operator+() [3/3]

Degree Ogre::Degree::operator+ ( const Radian &  r ) const

inline

References Degree(), and Ogre::Radian::valueDegrees().

operator+=() [1/2]

Degree& Ogre::Degree::operator+= ( const Degree &  d )

inline

operator+=() [2/2]

Degree& Ogre::Degree::operator+= ( const Radian &  r )

inline

References Ogre::Radian::valueDegrees().

operator-() [1/3]

Degree Ogre::Degree::operator- ( ) const

inline

References Degree().

operator-() [2/3]

Degree Ogre::Degree::operator- ( const Degree &  d ) const

inline

References Degree().

operator-() [3/3]

Degree Ogre::Degree::operator- ( const Radian &  r ) const

inline

References Degree(), and Ogre::Radian::valueDegrees().

operator-=() [1/2]

Degree& Ogre::Degree::operator-= ( const Degree &  d )

inline

operator-=() [2/2]

Degree& Ogre::Degree::operator-= ( const Radian &  r )

inline

References Ogre::Radian::valueDegrees().

operator/()

Degree Ogre::Degree::operator/ ( Real  f ) const

inline

References Degree().

operator/=()

Degree& Ogre::Degree::operator/= ( Real  f )

inline

operator<()

bool Ogre::Degree::operator< ( const Degree &  d ) const

inline

operator<=()

bool Ogre::Degree::operator<= ( const Degree &  d ) const

inline

operator=() [1/2]

Degree& Ogre::Degree::operator= ( const Radian &  r )

inline

References Ogre::Radian::valueDegrees().

operator=() [2/2]

Degree& Ogre::Degree::operator= ( const Real &  f )

inline

operator==()

bool Ogre::Degree::operator== ( const Degree &  d ) const

inline

operator>()

bool Ogre::Degree::operator> ( const Degree &  d ) const

inline

operator>=()

bool Ogre::Degree::operator>= ( const Degree &  d ) const

inline

valueDegrees()

Real Ogre::Degree::valueDegrees ( ) const

inline

Referenced by Ogre::Math::Abs(), Ogre::operator*(), Ogre::operator/(), Ogre::Math::Sign(), and Ogre::Math::Sqrt().

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

• OgreMath.h