Divide Framework 0.1
A free and open-source 3D Framework under heavy development
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Public Member Functions | Public Attributes | List of all members
Divide::vec3< T > Class Template Reference

#include <MathVectors.h>

Public Member Functions

 vec3 () noexcept
 
 vec3 (T value) noexcept
 
template<typename U >
requires std::is_pod_v<U>
 vec3 (U value) noexcept
 
 vec3 (T xIn, T yIn, T zIn) noexcept
 
template<typename U >
requires std::is_pod_v<U>
 vec3 (U xIn, U yIn, U zIn) noexcept
 
template<typename U , typename V >
 vec3 (U xIn, U yIn, V zIn) noexcept
 
template<typename U , typename V >
 vec3 (U xIn, V yIn, V zIn) noexcept
 
template<typename U , typename V , typename W >
 vec3 (U xIn, V yIn, W zIn) noexcept
 
 vec3 (const T *v) noexcept
 
 vec3 (const vec2< T > v) noexcept
 
 vec3 (const vec2< T > v, T zIn) noexcept
 
 vec3 (const vec4< T > &v) noexcept
 
template<typename U >
requires std::is_pod_v<U>
 vec3 (const vec2< U > v) noexcept
 
template<typename U >
requires std::is_pod_v<U>
 vec3 (const vec3< U > &v) noexcept
 
template<typename U >
requires std::is_pod_v<U>
 vec3 (const vec4< U > &v) noexcept
 
bool operator> (const vec3 &v) const noexcept
 
bool operator< (const vec3 &v) const noexcept
 
bool operator<= (const vec3 &v) const noexcept
 
bool operator>= (const vec3 &v) const noexcept
 
bool operator!= (const vec3 &v) const noexcept
 
bool operator== (const vec3 &v) const noexcept
 
template<typename U >
requires std::is_pod_v<U>
bool operator!= (const vec3< U > &v) const noexcept
 
template<typename U >
requires std::is_pod_v<U>
bool operator== (const vec3< U > &v) const noexcept
 
template<typename U >
requires std::is_pod_v<U>
vec3 operator+ (U _f) const noexcept
 
template<typename U >
requires std::is_pod_v<U>
vec3 operator- (U _f) const noexcept
 
template<typename U >
requires std::is_pod_v<U>
vec3 operator* (U _f) const noexcept
 
template<typename U >
requires std::is_pod_v<U>
vec3 operator/ (U _f) const noexcept
 
vec3 operator- () const noexcept
 
template<typename U >
requires std::is_pod_v<U>
vec3 operator+ (const vec3< U > &v) const noexcept
 
template<typename U >
requires std::is_pod_v<U>
vec3 operator- (const vec3< U > &v) const noexcept
 
template<typename U >
requires std::is_pod_v<U>
vec3 operator* (const vec3< U > &v) const noexcept
 
template<typename U >
requires std::is_pod_v<U>
vec3 & operator+= (U _f) noexcept
 
template<typename U >
requires std::is_pod_v<U>
vec3 & operator-= (U _f) noexcept
 
template<typename U >
requires std::is_pod_v<U>
vec3 & operator*= (U _f) noexcept
 
template<typename U >
requires std::is_pod_v<U>
vec3 & operator/= (U _f) noexcept
 
template<typename U >
requires std::is_pod_v<U>
vec3 & operator*= (const vec3< U > &v) noexcept
 
template<typename U >
requires std::is_pod_v<U>
vec3 & operator+= (const vec3< U > &v) noexcept
 
template<typename U >
requires std::is_pod_v<U>
vec3 & operator-= (const vec3< U > &v) noexcept
 
template<typename U >
requires std::is_pod_v<U>
vec3 & operator/= (const vec3< U > &v) noexcept
 
template<typename U >
requires std::is_unsigned_v<U>
T & operator[] (const U i) noexcept
 
template<typename U >
requires std::is_unsigned_v<U>
const T & operator[] (const U i) const noexcept
 
template<typename U >
requires std::is_pod_v<U>
vec3 operator/ (const vec3< U > &v) const noexcept
 
 operator T* () noexcept
 
 operator const T * () const noexcept
 
vec2< T > rb () const noexcept
 GLSL like accessors (const to prevent erroneous usage like .xy() += n)
 
vec2< T > xz () const noexcept
 
void rb (const vec2< T > rb) noexcept
 
void xz (const vec2< T > xz) noexcept
 
void set (const T *v) noexcept
 set the 3 components of the vector manually using a source pointer to a (large enough) array
 
void set (T value) noexcept
 set the 3 components of the vector manually
 
void set (T xIn, T yIn, T zIn) noexcept
 set the 3 components of the vector manually
 
template<typename U >
requires std::is_pod_v<U>
void set (U xIn, U yIn, U zIn) noexcept
 
void set (const vec2< T > v) noexcept
 set the 3 components of the vector using a smaller source vector
 
void set (const vec3 &v) noexcept
 set the 3 components of the vector using a source vector
 
void set (const vec4< T > &v) noexcept
 set the 3 components of the vector using the first 3 components of the source vector
 
void reset () noexcept
 set all the components back to 0
 
T length () const noexcept
 return the vector's length
 
bool isZeroLength () const noexcept
 return true if length is zero
 
template<typename U >
requires std::is_pod_v<U>
bool compare (const vec3< U > &v) const noexcept
 compare 2 vectors
 
template<typename U >
requires std::is_pod_v<U>
bool compare (const vec3< U > &v, U epsi) const noexcept
 compare 2 vectors within the specified tolerance
 
bool isUniform (F32 tolerance=0.0001f) const noexcept
 uniform vector: x = y = z
 
template<typename U >
requires std::is_pod_v<U>
bool isPerpendicular (const vec3< U > &other, F32 epsilon=EPSILON_F32) const noexcept
 The current vector is perpendicular to the specified one within epsilon.
 
T lengthSquared () const noexcept
 return the squared distance of the vector
 
T dot (const vec3 &v) const noexcept
 calculate the dot product between this vector and the specified one
 
T angle (vec3 &v) const
 returns the angle in radians between '*this' and 'v'
 
T distance (const vec3 &v) const noexcept
 compute the vector's distance to another specified vector
 
T distanceSquared (const vec3 &v) const noexcept
 compute the vector's squared distance to another specified vector
 
vec3 & normalize () noexcept
 transform the vector to unit length
 
T minComponent () const noexcept
 get the smallest value of X,Y or Z
 
T maxComponent () const noexcept
 get the largest value of X,Y or Z
 
void round ()
 round all three values
 
T projectionOnLine (const vec3 &vA, const vec3 &vB) const
 project this vector on the line defined by the 2 points(A, B)
 
vec3 closestPointOnLine (const vec3 &vA, const vec3 &vB)
 
vec3 closestPointOnSegment (const vec3 &vA, const vec3 &vB)
 
vec3 direction (const vec3 &u) const noexcept
 get the direction vector to the specified point
 
vec3 projectToNorm (const vec3< T > &direction) noexcept
 project this vector onto the given direction
 
void lerp (const vec3 &v, T factor) noexcept
 lerp between this and the specified vector by the specified amount
 
void lerp (const vec3 &v, const vec3 &factor) noexcept
 
vec3 vector (const vec3 &vp1, const vec3 &vp2) const noexcept
 
void cross (const vec3 &v1, const vec3 &v2) noexcept
 set this vector to be equal to the cross of the 2 specified vectors
 
void cross (const vec3 &v2) noexcept
 set this vector to be equal to the cross between itself and the specified vector
 
void rotateX (D64 radians)
 rotate this vector on the X axis
 
void rotateY (D64 radians)
 rotate this vector on the Y axis
 
void rotateZ (D64 radians)
 rotate this vector on the Z axis
 
void swap (vec3 &iv) noexcept
 swap the components of this vector with that of the specified one
 
void swap (vec3 *iv) noexcept
 swap the components of this vector with that of the specified one
 
void get (T *v) const noexcept
 
template<typename U >
requires std::is_pod_v<U>
FORCE_INLINE bool compare (const vec3< U > &v) const noexcept
 compare 2 vectors
 
template<typename U >
requires std::is_pod_v<U>
FORCE_INLINE bool compare (const vec3< U > &v, U epsi) const noexcept
 compare 2 vectors within the specified tolerance
 
template<typename U >
requires std::is_pod_v<U>
FORCE_INLINE bool isPerpendicular (const vec3< U > &other, const F32 epsilon) const noexcept
 

Public Attributes

union {
   struct {
      T   x
 
      T   y
 
      T   z
 
   } 
 
   struct {
      T   s
 
      T   t
 
      T   p
 
   } 
 
   struct {
      T   r
 
      T   g
 
      T   b
 
   } 
 
   struct {
      T   pitch
 
      T   yaw
 
      T   roll
 
   } 
 
   struct {
      T   turn
 
      T   move
 
      T   zoom
 
   } 
 
   struct {
      T   width
 
      T   height
 
      T   depth
 
   } 
 
   struct {
      vec2< T >   xy
 
      T   _z
 
   } 
 
   struct {
      vec2< T >   rg
 
      T   _b
 
   } 
 
   struct {
      T   _r
 
      vec2< T >   gb
 
   } 
 
   T   _v [3] = {T{0}, T{0}, T{0}}
 
}; 
 

Detailed Description

template<typename T>
class Divide::vec3< T >

Definition at line 479 of file MathVectors.h.

Constructor & Destructor Documentation

◆ vec3() [1/15]

template<typename T >
Divide::vec3< T >::vec3 ( )
inlinenoexcept

Definition at line 484 of file MathVectors.h.

◆ vec3() [2/15]

template<typename T >
Divide::vec3< T >::vec3 ( T  value)
inlinenoexcept

Definition at line 486 of file MathVectors.h.

◆ vec3() [3/15]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
Divide::vec3< T >::vec3 ( U  value)
inlinenoexcept

Definition at line 490 of file MathVectors.h.

◆ vec3() [4/15]

template<typename T >
Divide::vec3< T >::vec3 ( T  xIn,
T  yIn,
T  zIn 
)
inlinenoexcept

Definition at line 493 of file MathVectors.h.

◆ vec3() [5/15]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
Divide::vec3< T >::vec3 ( U  xIn,
U  yIn,
U  zIn 
)
inlinenoexcept

Definition at line 497 of file MathVectors.h.

◆ vec3() [6/15]

template<typename T >
template<typename U , typename V >
Divide::vec3< T >::vec3 ( U  xIn,
U  yIn,
V  zIn 
)
inlinenoexcept

Definition at line 501 of file MathVectors.h.

◆ vec3() [7/15]

template<typename T >
template<typename U , typename V >
Divide::vec3< T >::vec3 ( U  xIn,
V  yIn,
V  zIn 
)
inlinenoexcept

Definition at line 505 of file MathVectors.h.

◆ vec3() [8/15]

template<typename T >
template<typename U , typename V , typename W >
Divide::vec3< T >::vec3 ( U  xIn,
V  yIn,
W  zIn 
)
inlinenoexcept

Definition at line 509 of file MathVectors.h.

◆ vec3() [9/15]

template<typename T >
Divide::vec3< T >::vec3 ( const T *  v)
inlinenoexcept

Definition at line 512 of file MathVectors.h.

◆ vec3() [10/15]

template<typename T >
Divide::vec3< T >::vec3 ( const vec2< T >  v)
inlinenoexcept

Definition at line 515 of file MathVectors.h.

◆ vec3() [11/15]

template<typename T >
Divide::vec3< T >::vec3 ( const vec2< T >  v,
T  zIn 
)
inlinenoexcept

Definition at line 518 of file MathVectors.h.

◆ vec3() [12/15]

template<typename T >
Divide::vec3< T >::vec3 ( const vec4< T > &  v)
inlinenoexcept

Definition at line 521 of file MathVectors.h.

◆ vec3() [13/15]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
Divide::vec3< T >::vec3 ( const vec2< U >  v)
inlinenoexcept

Definition at line 525 of file MathVectors.h.

◆ vec3() [14/15]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
Divide::vec3< T >::vec3 ( const vec3< U > &  v)
inlinenoexcept

Definition at line 529 of file MathVectors.h.

◆ vec3() [15/15]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
Divide::vec3< T >::vec3 ( const vec4< U > &  v)
inlinenoexcept

Definition at line 533 of file MathVectors.h.

Member Function Documentation

◆ angle()

template<typename T >
FORCE_INLINE T Divide::vec3< T >::angle ( vec3< T > &  v) const

returns the angle in radians between '*this' and 'v'

Definition at line 583 of file MathVectors.inl.

◆ closestPointOnLine()

template<typename T >
FORCE_INLINE vec3< T > Divide::vec3< T >::closestPointOnLine ( const vec3< T > &  vA,
const vec3< T > &  vB 
)

return the closest point on the line defined by the 2 points (A, B) and this vector

Definition at line 703 of file MathVectors.inl.

◆ closestPointOnSegment()

template<typename T >
FORCE_INLINE vec3< T > Divide::vec3< T >::closestPointOnSegment ( const vec3< T > &  vA,
const vec3< T > &  vB 
)

return the closest point on the line segment created between the 2 points (A, B) and this vector

Definition at line 711 of file MathVectors.inl.

◆ compare() [1/4]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
bool Divide::vec3< T >::compare ( const vec3< U > &  v) const
noexcept

compare 2 vectors

◆ compare() [2/4]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
FORCE_INLINE bool Divide::vec3< T >::compare ( const vec3< U > &  v) const
noexcept

compare 2 vectors

Definition at line 477 of file MathVectors.inl.

◆ compare() [3/4]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
bool Divide::vec3< T >::compare ( const vec3< U > &  v,
U  epsi 
) const
noexcept

compare 2 vectors within the specified tolerance

◆ compare() [4/4]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
FORCE_INLINE bool Divide::vec3< T >::compare ( const vec3< U > &  v,
U  epsi 
) const
noexcept

compare 2 vectors within the specified tolerance

Definition at line 487 of file MathVectors.inl.

◆ cross() [1/2]

template<typename T >
FORCE_INLINE void Divide::vec3< T >::cross ( const vec3< T > &  v1,
const vec3< T > &  v2 
)
noexcept

set this vector to be equal to the cross of the 2 specified vectors

Definition at line 545 of file MathVectors.inl.

◆ cross() [2/2]

template<typename T >
FORCE_INLINE void Divide::vec3< T >::cross ( const vec3< T > &  v2)
noexcept

set this vector to be equal to the cross between itself and the specified vector

set this vector to be equal to the cross between itself and the specified vector

Definition at line 554 of file MathVectors.inl.

◆ direction()

template<typename T >
FORCE_INLINE vec3< T > Divide::vec3< T >::direction ( const vec3< T > &  u) const
noexcept

get the direction vector to the specified point

Definition at line 591 of file MathVectors.inl.

◆ distance()

template<typename T >
FORCE_INLINE T Divide::vec3< T >::distance ( const vec3< T > &  v) const
noexcept

compute the vector's distance to another specified vector

Definition at line 568 of file MathVectors.inl.

◆ distanceSquared()

template<typename T >
FORCE_INLINE T Divide::vec3< T >::distanceSquared ( const vec3< T > &  v) const
noexcept

compute the vector's squared distance to another specified vector

Definition at line 575 of file MathVectors.inl.

◆ dot()

template<typename T >
FORCE_INLINE T Divide::vec3< T >::dot ( const vec3< T > &  v) const
noexcept

calculate the dot product between this vector and the specified one

Definition at line 561 of file MathVectors.inl.

◆ get()

template<typename T >
FORCE_INLINE void Divide::vec3< T >::get ( T *  v) const
noexcept

export the vector's components in the first 3 positions of the specified array

Definition at line 685 of file MathVectors.inl.

◆ isPerpendicular() [1/2]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
FORCE_INLINE bool Divide::vec3< T >::isPerpendicular ( const vec3< U > &  other,
const F32  epsilon 
) const
noexcept

Definition at line 503 of file MathVectors.inl.

◆ isPerpendicular() [2/2]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
bool Divide::vec3< T >::isPerpendicular ( const vec3< U > &  other,
F32  epsilon = EPSILON_F32 
) const
noexcept

The current vector is perpendicular to the specified one within epsilon.

◆ isUniform()

template<typename T >
FORCE_INLINE bool Divide::vec3< T >::isUniform ( F32  tolerance = 0.0001f) const
noexcept

uniform vector: x = y = z

Definition at line 496 of file MathVectors.inl.

◆ isZeroLength()

template<typename T >
bool Divide::vec3< T >::isZeroLength ( ) const
inlinenoexcept

return true if length is zero

Definition at line 752 of file MathVectors.h.

◆ length()

template<typename T >
T Divide::vec3< T >::length ( ) const
inlinenoexcept

return the vector's length

Definition at line 747 of file MathVectors.h.

◆ lengthSquared()

template<typename T >
FORCE_INLINE T Divide::vec3< T >::lengthSquared
noexcept

return the squared distance of the vector

Definition at line 509 of file MathVectors.inl.

◆ lerp() [1/2]

template<typename T >
FORCE_INLINE void Divide::vec3< T >::lerp ( const vec3< T > &  v,
const vec3< T > &  factor 
)
noexcept

lerp between this and the specified vector by the specified amount for each component

Definition at line 620 of file MathVectors.inl.

◆ lerp() [2/2]

template<typename T >
FORCE_INLINE void Divide::vec3< T >::lerp ( const vec3< T > &  v,
T  factor 
)
noexcept

lerp between this and the specified vector by the specified amount

Definition at line 612 of file MathVectors.inl.

◆ maxComponent()

template<typename T >
FORCE_INLINE T Divide::vec3< T >::maxComponent
noexcept

get the largest value of X,Y or Z

get the largest value of X, Y or Z

Definition at line 538 of file MathVectors.inl.

◆ minComponent()

template<typename T >
FORCE_INLINE T Divide::vec3< T >::minComponent
noexcept

get the smallest value of X,Y or Z

get the smallest value of X, Y or Z

Definition at line 531 of file MathVectors.inl.

◆ normalize()

template<typename T >
FORCE_INLINE vec3< T > & Divide::vec3< T >::normalize
noexcept

transform the vector to unit length

Definition at line 516 of file MathVectors.inl.

◆ operator const T *()

template<typename T >
Divide::vec3< T >::operator const T * ( ) const
inlinenoexcept

Definition at line 682 of file MathVectors.h.

◆ operator T*()

template<typename T >
Divide::vec3< T >::operator T* ( )
inlinenoexcept

Definition at line 678 of file MathVectors.h.

◆ operator!=() [1/2]

template<typename T >
bool Divide::vec3< T >::operator!= ( const vec3< T > &  v) const
inlinenoexcept

Definition at line 553 of file MathVectors.h.

◆ operator!=() [2/2]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
bool Divide::vec3< T >::operator!= ( const vec3< U > &  v) const
inlinenoexcept

Definition at line 562 of file MathVectors.h.

◆ operator*() [1/2]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
vec3 Divide::vec3< T >::operator* ( const vec3< U > &  v) const
inlinenoexcept

Definition at line 612 of file MathVectors.h.

◆ operator*() [2/2]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
vec3 Divide::vec3< T >::operator* ( U  _f) const
inlinenoexcept

Definition at line 583 of file MathVectors.h.

◆ operator*=() [1/2]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
vec3 & Divide::vec3< T >::operator*= ( const vec3< U > &  v)
inlinenoexcept

Definition at line 639 of file MathVectors.h.

◆ operator*=() [2/2]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
vec3 & Divide::vec3< T >::operator*= ( U  _f)
inlinenoexcept

Definition at line 628 of file MathVectors.h.

◆ operator+() [1/2]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
vec3 Divide::vec3< T >::operator+ ( const vec3< U > &  v) const
inlinenoexcept

Definition at line 602 of file MathVectors.h.

◆ operator+() [2/2]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
vec3 Divide::vec3< T >::operator+ ( U  _f) const
inlinenoexcept

Definition at line 573 of file MathVectors.h.

◆ operator+=() [1/2]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
vec3 & Divide::vec3< T >::operator+= ( const vec3< U > &  v)
inlinenoexcept

Definition at line 644 of file MathVectors.h.

◆ operator+=() [2/2]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
vec3 & Divide::vec3< T >::operator+= ( U  _f)
inlinenoexcept

Definition at line 618 of file MathVectors.h.

◆ operator-() [1/3]

template<typename T >
vec3 Divide::vec3< T >::operator- ( ) const
inlinenoexcept

Definition at line 596 of file MathVectors.h.

◆ operator-() [2/3]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
vec3 Divide::vec3< T >::operator- ( const vec3< U > &  v) const
inlinenoexcept

Definition at line 607 of file MathVectors.h.

◆ operator-() [3/3]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
vec3 Divide::vec3< T >::operator- ( U  _f) const
inlinenoexcept

Definition at line 578 of file MathVectors.h.

◆ operator-=() [1/2]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
vec3 & Divide::vec3< T >::operator-= ( const vec3< U > &  v)
inlinenoexcept

Definition at line 649 of file MathVectors.h.

◆ operator-=() [2/2]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
vec3 & Divide::vec3< T >::operator-= ( U  _f)
inlinenoexcept

Definition at line 623 of file MathVectors.h.

◆ operator/() [1/2]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
vec3 Divide::vec3< T >::operator/ ( const vec3< U > &  v) const
inlinenoexcept

Definition at line 671 of file MathVectors.h.

◆ operator/() [2/2]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
vec3 Divide::vec3< T >::operator/ ( U  _f) const
inlinenoexcept

Definition at line 588 of file MathVectors.h.

◆ operator/=() [1/2]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
vec3 & Divide::vec3< T >::operator/= ( const vec3< U > &  v)
inlinenoexcept

Definition at line 654 of file MathVectors.h.

◆ operator/=() [2/2]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
vec3 & Divide::vec3< T >::operator/= ( U  _f)
inlinenoexcept

Definition at line 633 of file MathVectors.h.

◆ operator<()

template<typename T >
bool Divide::vec3< T >::operator< ( const vec3< T > &  v) const
inlinenoexcept

Definition at line 541 of file MathVectors.h.

◆ operator<=()

template<typename T >
bool Divide::vec3< T >::operator<= ( const vec3< T > &  v) const
inlinenoexcept

Definition at line 545 of file MathVectors.h.

◆ operator==() [1/2]

template<typename T >
bool Divide::vec3< T >::operator== ( const vec3< T > &  v) const
inlinenoexcept

Definition at line 557 of file MathVectors.h.

◆ operator==() [2/2]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
bool Divide::vec3< T >::operator== ( const vec3< U > &  v) const
inlinenoexcept

Definition at line 567 of file MathVectors.h.

◆ operator>()

template<typename T >
bool Divide::vec3< T >::operator> ( const vec3< T > &  v) const
inlinenoexcept

Definition at line 537 of file MathVectors.h.

◆ operator>=()

template<typename T >
bool Divide::vec3< T >::operator>= ( const vec3< T > &  v) const
inlinenoexcept

Definition at line 549 of file MathVectors.h.

◆ operator[]() [1/2]

template<typename T >
template<typename U >
requires std::is_unsigned_v<U>
const T & Divide::vec3< T >::operator[] ( const U  i) const
inlinenoexcept

Definition at line 665 of file MathVectors.h.

◆ operator[]() [2/2]

template<typename T >
template<typename U >
requires std::is_unsigned_v<U>
T & Divide::vec3< T >::operator[] ( const U  i)
inlinenoexcept

Definition at line 660 of file MathVectors.h.

◆ projectionOnLine()

template<typename T >
FORCE_INLINE T Divide::vec3< T >::projectionOnLine ( const vec3< T > &  vA,
const vec3< T > &  vB 
) const

project this vector on the line defined by the 2 points(A, B)

Definition at line 604 of file MathVectors.inl.

◆ projectToNorm()

template<typename T >
FORCE_INLINE vec3< T > Divide::vec3< T >::projectToNorm ( const vec3< T > &  direction)
noexcept

project this vector onto the given direction

Definition at line 597 of file MathVectors.inl.

◆ rb() [1/2]

template<typename T >
vec2< T > Divide::vec3< T >::rb ( ) const
inlinenoexcept

GLSL like accessors (const to prevent erroneous usage like .xy() += n)

Definition at line 688 of file MathVectors.h.

◆ rb() [2/2]

template<typename T >
void Divide::vec3< T >::rb ( const vec2< T >  rb)
inlinenoexcept

Definition at line 697 of file MathVectors.h.

◆ reset()

template<typename T >
void Divide::vec3< T >::reset ( )
inlinenoexcept

set all the components back to 0

Definition at line 742 of file MathVectors.h.

◆ rotateX()

template<typename T >
FORCE_INLINE void Divide::vec3< T >::rotateX ( D64  radians)

rotate this vector on the X axis

Definition at line 627 of file MathVectors.inl.

◆ rotateY()

template<typename T >
FORCE_INLINE void Divide::vec3< T >::rotateY ( D64  radians)

rotate this vector on the Y axis

Definition at line 637 of file MathVectors.inl.

◆ rotateZ()

template<typename T >
FORCE_INLINE void Divide::vec3< T >::rotateZ ( D64  radians)

rotate this vector on the Z axis

Definition at line 647 of file MathVectors.inl.

◆ round()

template<typename T >
FORCE_INLINE void Divide::vec3< T >::round

round all three values

Definition at line 657 of file MathVectors.inl.

◆ set() [1/7]

template<typename T >
void Divide::vec3< T >::set ( const T *  v)
inlinenoexcept

set the 3 components of the vector manually using a source pointer to a (large enough) array

Definition at line 707 of file MathVectors.h.

◆ set() [2/7]

template<typename T >
void Divide::vec3< T >::set ( const vec2< T >  v)
inlinenoexcept

set the 3 components of the vector using a smaller source vector

Definition at line 727 of file MathVectors.h.

◆ set() [3/7]

template<typename T >
void Divide::vec3< T >::set ( const vec3< T > &  v)
inlinenoexcept

set the 3 components of the vector using a source vector

Definition at line 732 of file MathVectors.h.

◆ set() [4/7]

template<typename T >
void Divide::vec3< T >::set ( const vec4< T > &  v)
inlinenoexcept

set the 3 components of the vector using the first 3 components of the source vector

Definition at line 737 of file MathVectors.h.

◆ set() [5/7]

template<typename T >
void Divide::vec3< T >::set ( T  value)
inlinenoexcept

set the 3 components of the vector manually

Definition at line 712 of file MathVectors.h.

◆ set() [6/7]

template<typename T >
void Divide::vec3< T >::set ( T  xIn,
T  yIn,
T  zIn 
)
inlinenoexcept

set the 3 components of the vector manually

Definition at line 717 of file MathVectors.h.

◆ set() [7/7]

template<typename T >
template<typename U >
requires std::is_pod_v<U>
void Divide::vec3< T >::set ( U  xIn,
U  yIn,
U  zIn 
)
inlinenoexcept

Definition at line 722 of file MathVectors.h.

◆ swap() [1/2]

template<typename T >
FORCE_INLINE void Divide::vec3< T >::swap ( vec3< T > &  iv)
noexcept

swap the components of this vector with that of the specified one

Definition at line 666 of file MathVectors.inl.

◆ swap() [2/2]

template<typename T >
FORCE_INLINE void Divide::vec3< T >::swap ( vec3< T > *  iv)
noexcept

swap the components of this vector with that of the specified one

Definition at line 675 of file MathVectors.inl.

◆ vector()

template<typename T >
FORCE_INLINE vec3< T > Divide::vec3< T >::vector ( const vec3< T > &  vp1,
const vec3< T > &  vp2 
) const
noexcept

this calculates a vector between the two specified points and returns the result

Definition at line 695 of file MathVectors.inl.

◆ xz() [1/2]

template<typename T >
vec2< T > Divide::vec3< T >::xz ( ) const
inlinenoexcept

Definition at line 692 of file MathVectors.h.

◆ xz() [2/2]

template<typename T >
void Divide::vec3< T >::xz ( const vec2< T >  xz)
inlinenoexcept

Definition at line 701 of file MathVectors.h.

Member Data Documentation

◆ 

union { ... } Divide::vec3< T >::@25

◆ _b

template<typename T >
T Divide::vec3< T >::_b

Definition at line 856 of file MathVectors.h.

◆ _r

template<typename T >
T Divide::vec3< T >::_r

Definition at line 860 of file MathVectors.h.

◆ _v

template<typename T >
T Divide::vec3< T >::_v[3] = {T{0}, T{0}, T{0}}

Definition at line 863 of file MathVectors.h.

◆ _z

template<typename T >
T Divide::vec3< T >::_z

Definition at line 852 of file MathVectors.h.

◆ b

template<typename T >
T Divide::vec3< T >::b

Definition at line 836 of file MathVectors.h.

◆ depth

template<typename T >
T Divide::vec3< T >::depth

Definition at line 848 of file MathVectors.h.

◆ g

template<typename T >
T Divide::vec3< T >::g

Definition at line 836 of file MathVectors.h.

◆ gb

template<typename T >
vec2<T> Divide::vec3< T >::gb

Definition at line 860 of file MathVectors.h.

◆ height

template<typename T >
T Divide::vec3< T >::height

Definition at line 848 of file MathVectors.h.

◆ move

template<typename T >
T Divide::vec3< T >::move

Definition at line 844 of file MathVectors.h.

◆ p

template<typename T >
T Divide::vec3< T >::p

Definition at line 832 of file MathVectors.h.

◆ pitch

template<typename T >
T Divide::vec3< T >::pitch

Definition at line 840 of file MathVectors.h.

◆ r

template<typename T >
T Divide::vec3< T >::r

Definition at line 836 of file MathVectors.h.

◆ rg

template<typename T >
vec2<T> Divide::vec3< T >::rg

Definition at line 856 of file MathVectors.h.

◆ roll

template<typename T >
T Divide::vec3< T >::roll

Definition at line 840 of file MathVectors.h.

◆ s

template<typename T >
T Divide::vec3< T >::s

Definition at line 832 of file MathVectors.h.

◆ t

template<typename T >
T Divide::vec3< T >::t

Definition at line 832 of file MathVectors.h.

◆ turn

template<typename T >
T Divide::vec3< T >::turn

Definition at line 844 of file MathVectors.h.

◆ width

template<typename T >
T Divide::vec3< T >::width

Definition at line 848 of file MathVectors.h.

◆ x

template<typename T >
T Divide::vec3< T >::x

Definition at line 828 of file MathVectors.h.

◆ xy

template<typename T >
vec2<T> Divide::vec3< T >::xy

Definition at line 852 of file MathVectors.h.

◆ y

template<typename T >
T Divide::vec3< T >::y

Definition at line 828 of file MathVectors.h.

◆ yaw

template<typename T >
T Divide::vec3< T >::yaw

Definition at line 840 of file MathVectors.h.

◆ z

template<typename T >
T Divide::vec3< T >::z

Definition at line 828 of file MathVectors.h.

◆ zoom

template<typename T >
T Divide::vec3< T >::zoom

Definition at line 844 of file MathVectors.h.

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