Matrix4x4.MultiplyPoint3x4

Description

Transforms a position by this matrix (fast).

Returns a position v transformed by the current transformation matrix. This function is a faster version of MultiplyPoint; but it can only handle regular 3D transformations. MultiplyPoint is slower, but can handle projective transformations as well.

See Also: MultiplyPoint, MultiplyVector.

 // Stretch a mesh at an arbitrary angle around the X axis.

    // Angle and amount of stretching.
    var rotAngle: float;
    var stretch: float;


    private var mf: MeshFilter;
    private var origVerts: Vector3[];
    private var newVerts: Vector3[];


    function Start () {
        // Get the Mesh Filter component, save its original vertices
        // and make a new vertex array for processing.
        mf = GetComponent.<MeshFilter>();
        origVerts = mf.mesh.vertices;
        newVerts = new Vector3[origVerts.Length];
    }


    function Update () {
        // Create a rotation matrix from a Quaternion.
        var rot = Quaternion.Euler(rotAngle, 0, 0);
        var m = Matrix4x4.TRS(Vector3.zero, rot, Vector3.one);

        // Get the inverse of the matrix (ie, to undo the rotation).
        var inv = m.inverse;

        // For each vertex...
        for (var i = 0; i < origVerts.Length; i++) {
            // Rotate the vertex and scale it along its new Y axis.
            var pt = m.MultiplyPoint3x4(origVerts[i]);
            pt.y *= stretch;

            // Return the vertex to its original rotation (but with the
            // scaling still applied).
            newVerts[i] = inv.MultiplyPoint3x4(pt);
        }

        // Copy the transformed vertices back to the mesh.
        mf.mesh.vertices = newVerts;
    }

no example available in C#