public void Setup()
        {
            // MATLAB: ma3x2 = [1 -2;-1 4;5 7]
            _ma3X2 = new Matrix(new double[][] {
                new double[] { 1, -2 },
                new double[] { -1, 4 },
                new double[] { 5, 7 }
            });

            // MATLAB: mb3x2 = [10 2.5;-3 -1.5;19 -6]
            _mb3X2 = new Matrix(new double[][] {
                new double[] { 10, 2.5 },
                new double[] { -3, -1.5 },
                new double[] { 19, -6 }
            });

            // MATLAB: mc2x2 = [1 2;3 4]
            _mc2X2 = new Matrix(new double[][] {
                new double[] { 1, 2 },
                new double[] { 3, 4 }
            });

            // MATLAB: md2x4 = [1 2 -3 12;3 3.1 4 2]
            _md2X4 = new Matrix(new double[][] {
                new double[] { 1, 2, -3, 12 },
                new double[] { 3, 3.1, 4, 2 }
            });

            // MATLAB: ra3x2 = ma3x2 + 2
            _ra3X2 = ComplexMatrix.Create(_ma3X2) + 2;

            // MATLAB: rb3x2 = mb3x2 - 1
            _rb3X2 = ComplexMatrix.Create(_mb3X2) - 1;

            // MATLAB: rc2x2 = mc2x2 + 5
            _rc2X2 = ComplexMatrix.Create(_mc2X2) + 5;

            // MATLAB: rd2x4 = md2x4 * 2
            _rd2X4 = ComplexMatrix.Create(_md2X4) * 2;

            // MATLAB:  ia3x2 = (ra3x2 * 2) * j
            _ia3X2 = (_ra3X2 * 2) * j;

            // MATLAB: ib3x2 = (rb3x2 * 3 + 1) * j
            _ib3X2 = ((_rb3X2 * 3) + 1) * j;

            // MATLAB: ic2x2 = (rc2x2 + 2) * j
            _ic2X2 = (_rc2X2 + 2) * j;

            // MATLAB: id2x4 = (rd2x4 - 5) * j
            _id2X4 = (_rd2X4 - 5) * j;

            // MATLAB: ca3x2 = 2*ra3x2 - 2*ia3x2
            _ca3X2 = (2 * _ra3X2) - (2 * _ia3X2);

            // MATLAB: cb3x2 = rb3x2 + 3*ib3x2
            _cb3X2 = _rb3X2 + (3 * _ib3X2);

            // MATLAB: cc2x2 = rc2x2 + 2 - 3*ic2x2
            _cc2X2 = _rc2X2 + 2 - (3 * _ic2X2);

            // MATLAB: cd2x4 = -2*rd2x4 + id2x4 + 1-j
            _cd2X4 = (-2 * _rd2X4) + _id2X4 + (1 - j);

            // MATLAB: v2 = [5 -2]
            _v2 = new Vector(new double[] { 5, -2 });

            // MATLAB: cv2 = [5+j, -2+3j]
            _cv2 = new ComplexVector(new Complex[] { 5 + j, -2 + (3 * j) });
        }
Exemplo n.º 2
0
        public void TestComplexMatrix_Setup()
        {
            /*
             * MATLAB:
             * ma3x2 = [1 -2;-1 4;5 7]
             * mb3x2 = [10 2.5;-3 -1.5;19 -6]
             * mc2x2 = [1 2;3 4]
             * md2x4 = [1 2 -3 12;3 3.1 4 2]
             * ra3x2 = ma3x2 + 2
             * rb3x2 = mb3x2 - 1
             * rc2x2 = mc2x2 + 5
             * rd2x4 = md2x4 * 2
             * ia3x2 = (ra3x2 * 2) * j
             * ib3x2 = (rb3x2 * 3 + 1) * j
             * ic2x2 = (rc2x2 + 2) * j
             * id2x4 = (rd2x4 - 5) * j
             * ca3x2 = 2*ra3x2 - 2*ia3x2
             * cb3x2 = rb3x2 + 3*ib3x2
             * cc2x2 = rc2x2 + 2 - 3*ic2x2
             * cd2x4 = -2*rd2x4 + id2x4 + 1-j
             * v2 = [5 -2]
             * cv2 = [5+j, -2+3j]
             */

            ma3x2 = new Matrix(new double[][] {
                new double[] { 1, -2 },
                new double[] { -1, 4 },
                new double[] { 5, 7 }
            });
            mb3x2 = new Matrix(new double[][] {
                new double[] { 10, 2.5 },
                new double[] { -3, -1.5 },
                new double[] { 19, -6 }
            });
            mc2x2 = new Matrix(new double[][] {
                new double[] { 1, 2 },
                new double[] { 3, 4 }
            });
            md2x4 = new Matrix(new double[][] {
                new double[] { 1, 2, -3, 12 },
                new double[] { 3, 3.1, 4, 2 }
            });

            ra3x2 = ComplexMatrix.Create(ma3x2) + 2;
            rb3x2 = ComplexMatrix.Create(mb3x2) - 1;
            rc2x2 = ComplexMatrix.Create(mc2x2) + 5;
            rd2x4 = ComplexMatrix.Create(md2x4) * 2;

            ia3x2 = (ra3x2 * 2) * j;
            ib3x2 = (rb3x2 * 3 + 1) * j;
            ic2x2 = (rc2x2 + 2) * j;
            id2x4 = (rd2x4 - 5) * j;

            ca3x2 = 2 * ra3x2 - 2 * ia3x2;
            cb3x2 = rb3x2 + 3 * ib3x2;
            cc2x2 = rc2x2 + 2 - 3 * ic2x2;
            cd2x4 = -2 * rd2x4 + id2x4 + (1 - j);

            v2  = new Vector(new double[] { 5, -2 });
            cv2 = new ComplexVector(new Complex[] { 5 + j, -2 + 3 * j });
        }