static Vector3f |
Vector3f.add(Vector3f left,
Vector3f right,
Vector3f dest) |
Add a vector to another vector and place the result in a destination
vector.
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static float |
Vector3f.angle(Vector3f a,
Vector3f b) |
Calculate the angle between two vectors, in radians
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static Vector3f |
Vector3f.cross(Vector3f left,
Vector3f right,
Vector3f dest) |
The cross product of two vectors.
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static float |
Vector3f.dot(Vector3f left,
Vector3f right) |
The dot product of two vectors is calculated as
v1.x * v2.x + v1.y * v2.y + v1.z * v2.z
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Vector3f |
Vector3f.negate(Vector3f dest) |
Negate a vector and place the result in a destination vector.
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Vector3f |
Vector3f.normalise(Vector3f dest) |
Normalise this vector and place the result in another vector.
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Matrix4f |
Matrix4f.rotate(float angle,
Vector3f axis) |
Rotates the matrix around the given axis the specified angle
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Matrix4f |
Matrix4f.rotate(float angle,
Vector3f axis,
Matrix4f dest) |
Rotates the matrix around the given axis the specified angle
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static Matrix4f |
Matrix4f.rotate(float angle,
Vector3f axis,
Matrix4f src,
Matrix4f dest) |
Rotates the source matrix around the given axis the specified angle and
put the result in the destination matrix.
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Matrix4f |
Matrix4f.scale(Vector3f vec) |
Scales this matrix
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static Matrix4f |
Matrix4f.scale(Vector3f vec,
Matrix4f src,
Matrix4f dest) |
Scales the source matrix and put the result in the destination matrix
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static Vector3f |
Vector3f.sub(Vector3f left,
Vector3f right,
Vector3f dest) |
Subtract a vector from another vector and place the result in a destination
vector.
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static Vector3f |
Matrix3f.transform(Matrix3f left,
Vector3f right,
Vector3f dest) |
Transform a Vector by a matrix and return the result in a destination
vector.
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Matrix4f |
Matrix4f.translate(Vector3f vec) |
Translate this matrix
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Matrix4f |
Matrix4f.translate(Vector3f vec,
Matrix4f dest) |
Translate this matrix and stash the result in another matrix
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static Matrix4f |
Matrix4f.translate(Vector3f vec,
Matrix4f src,
Matrix4f dest) |
Translate the source matrix and stash the result in the destination matrix
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