Ejemplo n.º 1
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        public static KVector2 Multiply(KVector2 A, KMatrix3x3Opti B)
        {
            double X = A.X * B.A11 + A.Y * B.A21;
            double Y = A.X * B.A12 + A.Y * B.A22;

            return(new KVector2(X, Y));
        }
Ejemplo n.º 2
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        public static KVector2 Multiply(KMatrix3x3Opti A, KVector2 B)
        {
            double X = A.A11 * B.X + A.A12 * B.Y;
            double Y = A.A21 * B.X + A.A22 * B.Y;

            return(new KVector2(X, Y));
        }
Ejemplo n.º 3
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        public static KVector3 Multiply(KMatrix3x3Opti A, KVector3 B)
        {
            double X = A.A11 * B.X + A.A12 * B.Y + A.A13 * B.Z;
            double Y = A.A21 * B.X + A.A22 * B.Y + A.A23 * B.Z;
            double Z = B.Z;

            return(new KVector3(X, Y, Z));
        }
Ejemplo n.º 4
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        public static KVector3 Multiply(KVector3 A, KMatrix3x3Opti B)
        {
            double X = A.X * B.A11 + A.Y * B.A21;
            double Y = A.X * B.A12 + A.Y * B.A22;
            double Z = A.X * B.A13 + A.Y * B.A23 + A.Z;

            return(new KVector3(X, Y, Z));
        }
Ejemplo n.º 5
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 public static KMatrix3x3Opti Add(KMatrix3x3Opti A, KMatrix3x3Opti B)
 {
     return(new KMatrix3x3Opti(
                A.A11 + B.A11,
                A.A12 + B.A12,
                A.A21 + B.A21,
                A.A22 + B.A22,
                A.A13 + B.A13,
                A.A23 + B.A23));
 }
Ejemplo n.º 6
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 public static KMatrix3x3Opti Multiply(KMatrix3x3Opti A, double k)
 {
     return(new KMatrix3x3Opti(
                k * A.A11,
                k * A.A12,
                k * A.A21,
                k * A.A22,
                k * A.A13,
                k * A.A23));
 }
Ejemplo n.º 7
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 public static KMatrix3x3Opti Substract(KMatrix3x3Opti A, KMatrix3x3Opti B)
 {
     return(new KMatrix3x3Opti(
                A.A11 - B.A11,
                A.A12 - B.A12,
                A.A21 - B.A21,
                A.A22 - B.A22,
                A.A13 - B.A13,
                A.A23 - B.A23));
 }
Ejemplo n.º 8
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        public static KVector2 TransformVector(KVector2 v, KMatrix3x3Opti mat)
        {
            KVector2 result = new KVector2
            {
                X = mat.A11 * v.X + mat.A12 * v.Y,
                Y = mat.A21 * v.X + mat.A22 * v.Y
            };

            return(result);
        }
Ejemplo n.º 9
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        public static KMatrix3x3Opti Multiply(KMatrix3x3Opti A, KMatrix3x3Opti B)
        {
            double c11 = A.A11 * B.A11 + A.A12 * B.A21;
            double c12 = A.A11 * B.A12 + A.A12 * B.A22;
            double c13 = A.A11 * B.A13 + A.A12 * B.A23 + A.A13;

            double c21 = A.A21 * B.A11 + A.A22 * B.A21;
            double c22 = A.A21 * B.A12 + A.A22 * B.A22;
            double c23 = A.A21 * B.A13 + A.A22 * B.A23 + A.A23;

            return(new KMatrix3x3Opti(c11, c12, c21, c22, c13, c23));
        }
Ejemplo n.º 10
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 public static void ComputeScRotTr(KVector2 scale, double rotation, KVector2 translation, out KMatrix3x3Opti mat)
 {
     mat = KMatrix3x3Opti.CreateScale(scale)
           * KMatrix3x3Opti.CreateRotation(rotation)
           * KMatrix3x3Opti.CreateTranslation(translation);
 }
Ejemplo n.º 11
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 public static void ComputeWorldToLocal(KTransform t, out KMatrix3x3Opti mat)
 {
     ComputeScRotTr(new KVector2(1 / t.Scale.X, 1 / t.Scale.Y), t.Rotation, -t.Position, out mat);
 }
Ejemplo n.º 12
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 public static void ComputeLocalToWorld(KTransform t, out KMatrix3x3Opti mat)
 {
     ComputeTrRotSc(t.Position, -t.Rotation, t.Scale, out mat);
 }
Ejemplo n.º 13
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 public static KVector2 TransformNormal(KVector2 v, KMatrix3x3Opti mat)
 {
     return(Normalize(TransformDir(v, mat)));
 }