Class VEC3

Hierarchy (View Summary)

VEC3
- Vector3f

Implements

_VEC3

Index

Constructors

Properties

x y z

Methods

__addAssign __divide __divideAssign __doubleEqual __minus __minusAssign __multiply __multiplyAssign __notEqual __plus __unaryNegation lenSq add cross distSq dot len lerp normalize scale sub

Constructors

constructor

new VEC3(): VEC3
Returns VEC3
- Defined in nw4r/math/types.ts:83
new VEC3(vec: Vec): VEC3
Parameters
- vec: Vec
Returns VEC3
- Defined in nw4r/math/types.ts:84
new VEC3(vec: _VEC3): VEC3
Parameters
- vec: _VEC3
Returns VEC3
- Defined in nw4r/math/types.ts:85
new VEC3(array: number[]): VEC3
Parameters
- array: number[]
Returns VEC3
- Defined in nw4r/math/types.ts:86
new VEC3(fx: number, fy: number, fz: number): VEC3
Parameters
- fx: number
- fy: number
- fz: number
Returns VEC3
- Defined in nw4r/math/types.ts:87

Properties

x

x: number

y

y: number

z

z: number

Methods

__addAssign

__addAssign(val: VEC3): VEC3
+= operator
Parameters
- val: VEC3
Returns VEC3
- Defined in nw4r/math/types.ts:147

__divide

__divide(val: number): VEC3
/ operator
Parameters
- val: number
Returns VEC3
- Defined in nw4r/math/types.ts:141

__divideAssign

__divideAssign(val: number): VEC3
/= operator
Parameters
- val: number
Returns VEC3
- Defined in nw4r/math/types.ts:165

__doubleEqual

__doubleEqual(val: VEC3): boolean
== operator
Parameters
- val: VEC3
Returns boolean
- Defined in nw4r/math/types.ts:170

__minus

__minus(val: VEC3): VEC3
- operator
Parameters
- val: VEC3
Returns VEC3
- Defined in nw4r/math/types.ts:127

__minusAssign

__minusAssign(val: VEC3): VEC3
+= operator
Parameters
- val: VEC3
Returns VEC3
- Defined in nw4r/math/types.ts:153

__multiply

__multiply(val: number): VEC3
- operator
Parameters
- val: number
Returns VEC3
- Defined in nw4r/math/types.ts:134

__multiplyAssign

__multiplyAssign(val: number): VEC3
*= operator
Parameters
- val: number
Returns VEC3
- Defined in nw4r/math/types.ts:159

__notEqual

__notEqual(val: VEC3): boolean
!= operator
Parameters
- val: VEC3
Returns boolean
- Defined in nw4r/math/types.ts:179

__plus

__plus(val: VEC3): VEC3
- operator
Parameters
- val: VEC3
Returns VEC3
- Defined in nw4r/math/types.ts:120

__unaryNegation

__unaryNegation(): VEC3
Unary - operator

Returns VEC3
- Defined in nw4r/math/types.ts:115

lenSq

lenSq(): number
Squared length of the vector.

Returns number
- Defined in nw4r/math/types.ts:110

`Static`add

add(out: VEC3, v1: VEC3, v2: VEC3): void
Addition of two 3-dimensional vectors.
Parameters
- out: VEC3
- v1: VEC3
- v2: VEC3
Returns void
- Defined in nw4r/math/types.ts:206

`Static`cross

cross(out: VEC3, a: VEC3, b: VEC3): VEC3
Cross product of two 3-dimensional vectors.
Parameters
- out: VEC3
- a: VEC3
- b: VEC3
Returns VEC3
- Defined in nw4r/math/types.ts:227

`Static`distSq

distSq(a: VEC3, b: VEC3): number
Squared distance of two 3-dimensional vectors.
Parameters
- a: VEC3
- b: VEC3
Returns number
- Defined in nw4r/math/types.ts:233

`Static`dot

dot(v1: VEC3, v2: VEC3): number
Dot product of two 3-dimensional vectors.
Parameters
- v1: VEC3
- v2: VEC3
Returns number
- Defined in nw4r/math/types.ts:188

`Static`len

len(v: VEC3): number
Length of a 3-dimensional vector.
Parameters
- v: VEC3
Returns number
- Defined in nw4r/math/types.ts:238

`Static`lerp

lerp(v1: VEC3, v2: any, VEC3: any, t: number): any
Linear interpolation of two 3-dimensional vectors.
Parameters
- v1: VEC3
- v2: any
- VEC3: any
- t: number
Returns any
- Defined in nw4r/math/types.ts:197

`Static`normalize

normalize(out: VEC3, v: VEC3): VEC3
Normalization of a 3-dimensional vector.
Parameters
- out: VEC3
- v: VEC3
Returns VEC3
- Defined in nw4r/math/types.ts:243

`Static`scale

scale(out: VEC3, v: VEC3, x: number): void
Multiplication of a 3-dimensional vector by a scalar.
Parameters
- out: VEC3
- v: VEC3
- x: number
Returns void
- Defined in nw4r/math/types.ts:220

`Static`sub

sub(out: VEC3, v1: VEC3, v2: VEC3): void
Subtraction of two 3-dimensional vectors.
Parameters
- out: VEC3
- v1: VEC3
- v2: VEC3
Returns void
- Defined in nw4r/math/types.ts:213