行矩阵列矩阵D3D&GL&U3D

    void Start () {
        //矩阵函数原型：Matrix4x4(Vector4 colum0, Vector4 colum1, Vector4 colum2, Vector4 colum3)，这说明U3D使用列矩阵，同opengl
        //因此矩阵是左乘的，DX是行矩阵，矩阵是右乘的。
        //在DX中WVP矩阵组合为 W*V*P, 而GL中MVP矩阵组合为 P*V*M
        Matrix4x4 tm = new Matrix4x4(new Vector4(, , , ), new Vector4(,,,),new Vector4(,,,),new Vector4(,,,));
        Vector4 pt4 = new Vector4(, , , );
        Vector3 pt3 = new Vector3(, , );

        //var pt4t = pt4*tm; //编译出错，没有定义这种乘法，不支持右乘！
        var pt4t = tm*pt4;
        var pt4tt = tm.transpose*pt4; //矩阵转置-变为行矩阵
        var pt3t = tm*pt3;
        var pt3tt = tm.transpose*pt3; //实际是 tm.transpose * (0,0,0,0)，U3D将vector3扩展为w为0，而不是像DX那样将w扩展为1

        //总结：在U3D中，
        //1，矩阵是列矩阵，必须左乘，U3D未定义矩阵右乘向量这种操作
        //2，vector3(x,y,z)与矩阵相乘时，vector3被扩展为vector4(x,y,z,0)
        Debug.Log(pt4t.x + "," + pt4t.y+","+ pt4t.z); //0,0,0
        Debug.Log(pt4tt.x + "," + pt4tt.y+","+ pt4tt.z); //3,0,0
        Debug.Log(pt3t.x + "," + pt3t.y+","+ pt3t.z); //0,0,0
        Debug.Log(pt3tt.x + "," + pt3tt.y + "," + pt3tt.z);//0,0,0

        //3，鉴于2的情况，U3D中操作顶点变换最好使用函数，如下
        var tx = tm.transpose.MultiplyPoint(pt3t);
        Debug.Log(tx.x + "," + tx.y + "," + tx.z); //3,0,0

    }