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Transform3 Structure |
Namespace: Karamba.Geometry
The Transform3 type exposes the following members.
| Name | Description | |
|---|---|---|
| Transform3 |
Create transformation from row-major order matrix array.
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| Name | Description | |
|---|---|---|
| Determinant |
The determinant of this 4x4 matrix.
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| Identity |
Gets a new identity transform matrix. An identity matrix defines no transformation.
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| Item |
Gets or sets the matrix value at the given row and column indixes.
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| M00 |
Gets or sets this[0,0].
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| M01 |
Gets or sets this[0,1].
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| M02 |
Gets or sets this[0,2].
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| M03 |
Gets or sets this[0,3].
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| M10 |
Gets or sets this[1,0].
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| M11 |
Gets or sets this[1,1].
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| M12 |
Gets or sets this[1,2].
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| M13 |
Gets or sets this[1,3].
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| M20 |
Gets or sets this[2,0].
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| M21 |
Gets or sets this[2,1].
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| M22 |
Gets or sets this[2,2].
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| M23 |
Gets or sets this[2,3].
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| M30 |
Gets or sets this[3,0].
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| M31 |
Gets or sets this[3,1].
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| M32 |
Gets or sets this[3,2].
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| M33 |
Gets or sets this[3,3].
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| Name | Description | |
|---|---|---|
| ChangeBasis(Plane3, Plane3) |
Computes a change of basis transformation. A basis change is essentially a remapping
of geometry from one coordinate system to another.
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| ChangeBasis(Vector3, Vector3, Vector3, Vector3, Vector3, Vector3) |
Computes a change of basis transformation. A basis change is
essentially a remapping of geometry from one coordinate system to
another.
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| CompareTo |
Compares this transform with another transform.
M33 has highest value, then M32, etc.. | |
| Equals(Object) |
Determines if another object is a transform and its value equals this
transform value.
(Overrides ValueTypeEquals(Object).) | |
| Equals(Transform3) |
Determines if another transform equals this transform value.
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| GetHashCode |
Gets a non-unique hashing code for this transform.
(Overrides ValueTypeGetHashCode.) | |
| GetType | Gets the Type of the current instance. (Inherited from Object.) | |
| Mirror(Plane3) |
Constructs a new Mirror transformation.
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| Mirror(Point3, Vector3) |
Create mirror transformation matrix
The mirror transform maps a point Q to
Q - (2*(Q-P)oN)*N, where
P = pointOnMirrorPlane and N = normalToMirrorPlane.
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| Multiply |
Multiplies (combines) two transformations.
This is the same as the * operator between two transformations. | |
| MultiplyPoint |
transform a point
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| MultiplyVector |
apply a transformation to a vector
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| PlanarProjection |
Constructs a projection transformation.
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| PlaneToPlane |
Change basis of transformation
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| Rotation(Double, Point3) |
Constructs a new rotation transformation with specified angle and rotation center.
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| Rotation(Double, Vector3, Point3) |
Constructs a new rotation transformation with specified angle, rotation center and rotation axis.
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| Rotation(Vector3, Vector3, Point3) |
Constructs a new rotation transformation with start and end directions and rotation center.
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| Rotation(Double, Double, Vector3, Point3) |
Constructs a new rotation transformation with specified angle, rotation center and rotation axis.
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| Rotation(Vector3, Vector3, Vector3, Vector3, Vector3, Vector3) |
Constructs a transformation that maps X0 to X1, Y0 to Y1, Z0 to Z1.
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| Scale |
Constructs a new non-uniform scaling transformation with a specified scaling anchor point.
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| Shear |
Constructs a Shear transformation.
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| ToFloatArray |
Return the matrix as a linear array of 16 float values
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| ToString |
Returns a string representation of this transform.
(Overrides ValueTypeToString.) | |
| TransformPoints |
Given a list, an array or any enumerable set of points, computes a
new array of tranformed points.
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| Translation(Vector3) |
Constructs a new translation (move) transformation.
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| Translation(Double, Double, Double) |
Constructs a new translation (move) transformation.
Right column is (dx, dy, dz, 1.0).
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| Transpose |
Flip row/column values
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| TryGetInverse |
Attempts to get the inverse transform of this transform.
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| Name | Description | |
|---|---|---|
| Equality |
Determines if two transformations are equal in value.
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| Inequality |
Determines if two transformations are different in value.
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| Multiply |
Multiplies (combines) two transformations.
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