ICoordinateSystemEntity
Obtain the Determinant of this CoordinateSystem
Tests if the scaling orthogonal, i.e. does it have a shear component.
Determine whether it is possible to get the Inverse of this CoordinateSystem
Tests if the scaling orthogonal and are all the vectors normalized.
Creates a Point representing the CoordinateSystem origin.
Returns X Axis of CoordinateSystem.
Returns the X Axis scaling of the CoordinateSystem: the length of the X Axis vector.
Returns the Plane the X and Y axes lie in, with root at the origin.
Returns Y Axis of CoordinateSystem.
Returns the Y Axis scaling of the CoordinateSystem: the length of the Y Axis vector.
Returns the Plane the Y and Z axes lie in, with root at the origin.
Returns Z Axis of CoordinateSystem.
Returns the Z Axis scaling of the CoordinateSystem: the length of the Z Axis vector.
Returns the Plane the Z and X axes lie in, with root at the origin.
Get the inverse of this CoordinateSystem - applying this CoordinateSystem to a piece of Geometry reverses the original.
Determine if two CoordinateSystems are equal
Apply the argument CoordinateSystem after this one - Result = this * other
Apply the argument CoordinateSystem before this one - Result = other * this
Returns a Vector containing the X, Y, and Z scale factors