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Metodos especiales

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Método de Thomas y Cholesky

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Metodos especiales

1. 1. Metodo de Thomas B1 C1 X1 R1 A2 B2 C2 X X2 = R2 A3 B3 C3 X3 R3 A4 B4 X4 R4 2.04 -1 X1 40.8 A1= -1 2.04 -1 X X2 = 0.8 A2= -1 2.04 -1 X3 0.8 A3= -1 2.04 X4 200.8 A4= 1 U11 U12 L21 1 X U22 U23 = L32 1 U33 U34 L43 1 U44 1 2.04 -1 -0.4902 1 1.5498 -1 -0.64524 1 X 1.394757 -1 = -0.71697 1 1.32303 1 D1 R1 L21 1 X D2 = R2 L32 1 D3 R3 L43 1 D4 R4 1 40.8 40.8 -0.4902 1 X 20.8 = 0.8 -0.64524 1 14.221053 0.8 -0.71697 1 210.99608 200.8 U11 U12 X1 D1 U22 U23 X X2 = D2 U33 U34 X3 D3 U44 X4 D4
2. 2. 2.04 -1 65.969834 40.8 RESPUESTA= 1.549804 -1 X 93.778462 = 20.8 1.39476 -1 124.53823 14.22105 1.323 159.47952 210.9961
3. 3. 0 B1= 2.04 C1= -1 R1= 40.8 -1 B2= 2.04 C2= -1 R2= 0.8 -1 B3= 2.04 C3= -1 R3= 0.8 -1 B4= 2.04 C4= 0 R4= 200.8 B1 C1 A2 B2 C2 A3 B3 C3 A4 B4 2.04 -1 -1 2.04 -1 -1 2.04 -1 -1 2.04
4. 4. RESPUESTA= 65.97 93.778 124.54 159.48