public static AffineTransform3 FromRigidTransform(RigidTransform3 transform)
        {
            AffineTransform3 result;

            result.Translation = transform.position;
            result.Transform   = Mat3.FromQuaternion(transform.rotation);
            return(result);
        }
        public AffineTransform3 Multiply(RigidTransform3 transform)
        {
            AffineTransform3 result;

            result.Transform    = Mat3.FromQuaternion(transform.rotation);
            result.Transform    = result.Transform.Multiply(Transform);
            result.Translation  = transform.position.Transform(Transform);
            result.Translation += Translation;
            return(result);
        }
Esempio n. 3
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        public void Matrix3()
        {
            FMat3 fm  = FMat3.FromQuaternion(FQuat.Euler(( Fix64 )30, ( Fix64 )(-20), ( Fix64 )49.342f));
            Mat3  m   = Mat3.FromQuaternion(Quat.Euler(30, -20, 49.342f));
            FVec3 fv  = new FVec3(12.5f, 9, 8);
            FVec3 fv2 = new FVec3(4, 6, 9);
            Vec3  v   = new Vec3(12.5f, 9, 8);
            Vec3  v2  = new Vec3(4, 6, 9);

            fv  = fm.TransformPoint(fv);
            fv2 = fm.TransformVector(fv2);
            v   = m.TransformPoint(v);
            v2  = m.TransformVector(v2);
            this._output.WriteLine(fm.ToString());
            this._output.WriteLine(m.ToString());
            this._output.WriteLine(fv.ToString());
            this._output.WriteLine(fv2.ToString());
            this._output.WriteLine(v.ToString());
            this._output.WriteLine(v2.ToString());
            fm = FMat3.LookAt(fv, fv2);
            m  = Mat3.LookAt(v, v2);
            this._output.WriteLine(fm.ToString());
            this._output.WriteLine(m.ToString());
            fv = fm.Euler();
            v  = m.Euler();
            this._output.WriteLine(fv.ToString());
            this._output.WriteLine(v.ToString());
            fm = FMat3.FromEuler(fv);
            m  = Mat3.FromEuler(v);
            this._output.WriteLine(fm.ToString());
            this._output.WriteLine(m.ToString());
            fm = FMat3.FromScale(fv);
            m  = Mat3.FromScale(v);
            this._output.WriteLine(fm.ToString());
            this._output.WriteLine(m.ToString());
            fm = FMat3.FromCross(fv);
            m  = Mat3.FromCross(v);
            this._output.WriteLine(fm.ToString());
            this._output.WriteLine(m.ToString());
            fm = FMat3.FromOuterProduct(fv, fv2);
            m  = Mat3.FromOuterProduct(v, v2);
            this._output.WriteLine(fm.ToString());
            this._output.WriteLine(m.ToString());
            fm = FMat3.FromRotationAxis(( Fix64 )35, fv);
            m  = Mat3.FromRotationAxis(35, v);
            this._output.WriteLine(fm.ToString());
            this._output.WriteLine(m.ToString());
            fm = FMat3.NonhomogeneousInverse(fm);
            m  = Mat3.NonhomogeneousInvert(m);
            this._output.WriteLine(fm.ToString());
            this._output.WriteLine(m.ToString());
        }
 public AffineTransform3(Quat orientation, Vec3 scale, Vec3 translation)
 {
     Transform   = Mat3.FromQuaternion(orientation) * scale;
     Translation = translation;
 }