Dia = (7/11/2007) Hora = 15:18:55 título = STOKES_1.5_031 DADOS STOKES_1p5_031 = nome do experimento numérico 16 = número de volumes reais na direção X 16 = número de volumes reais na direção Y 256 = número total de volumes reais 5.000000000E-01 = incremento de tempo (s) -1.000000000E-05 = tolerância sobre as iterações externas (norma L1 adim.) 2000 = número máximo de iterações externas 5 = solver: 1=Jacobi; 2=Gauss-Seidel; 3=SOR; 4=ADI; 5=MSI 2 = número máximo de iterações no ciclo da massa 1.000000000E-01 = tolerância no MSI para u,v 1.000000000E-02 = tolerância no MSI para plinha 5 = número máximo de iterações internas para u,v 10 = número máximo de iterações internas para plinha 1.300000000E+00 = coeficiente de relaxação do SOR 1.000000000E+00 = comprimento do domínio na direção X 1.000000000E+00 = comprimento do domínio na direção Y 6.250000000E-02 = comprimento dos volumes na direção X 6.250000000E-02 = comprimento dos volumes na direção Y 1.000000000E+03 = número de Reynolds 1.000000000E-03 = viscosidade absoluta (Pa.s) 1.000000000E+00 = função de interpolação: 0=UDS; 1=CDS 2 tipo de problema: 1=Shih; 2=Ghia 0 tipo da condição inicial: 0=nulo; 1=solução analítica de Shih; 2=reinício 16 = malha-base para u e v de interesse Iteração Média da norma L1 dos resíduos / norma na iteração 1 1 1.000000E+00 20 1.405894E-02 40 3.381558E-03 60 8.951952E-04 80 3.024655E-04 100 9.311912E-05 120 4.253050E-05 140 2.066299E-05 160 1.056771E-05 180 5.509436E-06 200 2.897767E-06 220 1.532211E-06 240 8.119470E-07 260 4.306720E-07 280 2.285514E-07 300 1.213163E-07 320 6.440170E-08 340 3.418986E-08 360 1.815126E-08 380 9.636521E-09 400 5.116083E-09 420 2.716175E-09 440 1.442005E-09 460 7.655757E-10 480 4.064468E-10 500 2.158014E-10 520 1.145657E-10 540 6.082904E-11 560 3.227517E-11 580 1.713944E-11 600 9.102589E-12 620 4.815806E-12 640 2.557554E-12 660 1.357045E-12 680 7.235081E-13 700 3.822044E-13 720 2.081204E-13 740 1.109496E-13 760 5.949581E-14 780 3.342737E-14 800 1.774937E-14 820 1.132064E-14 840 7.536114E-15 860 5.807701E-15 880 5.487478E-15 900 4.224829E-15 920 4.314504E-15 940 5.576705E-15 960 5.615428E-15 980 3.693270E-15 1000 3.842299E-15 1020 3.639283E-15 1040 4.857287E-15 1060 3.697931E-15 1080 4.498759E-15 1100 4.393531E-15 1120 3.911827E-15 1140 3.644911E-15 1160 3.796693E-15 1180 4.663162E-15 1200 4.139409E-15 1220 3.968949E-15 1240 3.999071E-15 1260 4.057796E-15 1280 3.881284E-15 1300 4.376951E-15 1320 4.426030E-15 1340 3.871650E-15 1360 4.412238E-15 1380 4.324580E-15 1400 5.769604E-15 1420 3.380173E-15 1440 4.210868E-15 1460 3.718203E-15 1480 4.210684E-15 1500 3.994028E-15 1520 4.051844E-15 1540 3.988783E-15 1560 4.404276E-15 1580 4.091284E-15 1600 3.961743E-15 1620 3.893454E-15 1640 3.831939E-15 1660 4.198590E-15 1680 3.958487E-15 1700 3.845567E-15 1720 4.112744E-15 1740 3.975167E-15 1760 3.997196E-15 1780 3.864291E-15 1800 3.497298E-15 1820 3.989505E-15 1840 4.000042E-15 1860 3.618138E-15 1880 4.101582E-15 1900 4.183633E-15 1920 3.459873E-15 1940 4.046167E-15 1960 4.042819E-15 1980 4.126165E-15 2000 4.220821E-15 Média da norma L1 dos resíduos na iteração 1 = 3.623645E-02 velocidade ue em x=1/2 (todos os nós) ue y 0.000000E+00 0.000000E+00 -1.121861E-01 3.125000E-02 -2.107147E-01 9.375000E-02 -2.456445E-01 1.562500E-01 -2.354726E-01 2.187500E-01 -1.922232E-01 2.812500E-01 -1.419751E-01 3.437500E-01 -9.617129E-02 4.062500E-01 -5.355489E-02 4.687500E-01 -1.236181E-02 5.312500E-01 3.059504E-02 5.937500E-01 7.427836E-02 6.562500E-01 1.227951E-01 7.187500E-01 1.668729E-01 7.812500E-01 2.133067E-01 8.437500E-01 2.240704E-01 9.062500E-01 4.683857E-01 9.687500E-01 1.000000E+00 1.000000E+00 velocidade vn em y=1/2 (todos os nós) x vn 0.000000E+00 0.000000E+00 3.125000E-02 1.079061E-01 9.375000E-02 1.824196E-01 1.562500E-01 2.184708E-01 2.187500E-01 2.269385E-01 2.812500E-01 2.046972E-01 3.437500E-01 1.628535E-01 4.062500E-01 1.155620E-01 4.687500E-01 6.909457E-02 5.312500E-01 2.407356E-02 5.937500E-01 -2.093461E-02 6.562500E-01 -6.715958E-02 7.187500E-01 -1.154310E-01 7.812500E-01 -1.686836E-01 8.437500E-01 -2.388571E-01 9.062500E-01 -3.383263E-01 9.687500E-01 -3.626237E-01 1.000000E+00 0.000000E+00 Psi(x) retângulo em y=1 (ideal = zero) x Psi_r(x) 0.000000E+00 0.000000E+00 6.250000E-02 -8.673617E-19 1.250000E-01 0.000000E+00 1.875000E-01 3.469447E-18 2.500000E-01 0.000000E+00 3.125000E-01 3.469447E-18 3.750000E-01 -2.081668E-17 4.375000E-01 -3.469447E-18 5.000000E-01 1.387779E-17 5.625000E-01 3.469447E-18 6.250000E-01 1.387779E-17 6.875000E-01 3.469447E-17 7.500000E-01 6.938894E-18 8.125000E-01 0.000000E+00 8.750000E-01 3.469447E-18 9.375000E-01 0.000000E+00 1.000000E+00 0.000000E+00 h (m) = 6.250000000000000E-02 uc (m/s) = -3.295834651108702E-02 umin (m/s) = -2.456445364070438E-01 y_umin (m) = 1.562500000000000E-01 vc (m/s) = 4.658406431422073E-02 vmin (m/s) = -3.626236615698223E-01 x_vmin (m) = 9.687500000000000E-01 vmax (m/s) = 2.269385206511536E-01 x_vmax (m) = 2.187500000000000E-01 pc (Pa) = -5.074965822568512E-02 fmr (kg/s) = 8.049639796452634E-02 fmt (kg/s) = 7.845863859224679E-02 dudy (1/s) = 1.701165899069640E+01 Fsr (N) = 1.360893632136529E-03 Fnr (N) = 2.008027661746715E-02 Fnr2 (N) = 2.546262051871990E-02 Fnt (N) = 1.836671515415235E-02 Psi_r_min (m2/s) = -8.289694835611747E-02 xmin_psi_r (m) = 5.625000000000000E-01 ymin_psi_r (m) = 5.625000000000000E-01 Psi_t_min (m2/s) = -8.019494254007287E-02 xmin_psi_t (m) = 5.625000000000000E-01 ymin_psi_t (m) = 5.625000000000000E-01 média de ue em x=1/2 (só pontos de interesse) u y -1.614503936336318E-01 6.250000000000000E-02 -2.281796004063683E-01 1.250000000000000E-01 -2.405585893994492E-01 1.875000000000000E-01 -2.138479092821967E-01 2.500000000000000E-01 -1.670991138275159E-01 3.125000000000000E-01 -1.190731696025748E-01 3.750000000000000E-01 -7.486308685561385E-02 4.375000000000000E-01 -3.295834651108702E-02 5.000000000000000E-01 9.116618751093885E-03 5.625000000000000E-01 5.243670380410451E-02 6.250000000000000E-01 9.853672792328293E-02 6.875000000000000E-01 1.448340194776646E-01 7.500000000000000E-01 1.900898058353026E-01 8.125000000000000E-01 2.186885356808745E-01 8.750000000000000E-01 3.462280312065314E-01 9.375000000000000E-01 média de vn em y=1/2 (só pontos de interesse) x v 6.250000000000000E-02 1.451628287645002E-01 1.250000000000000E-01 2.004451899570786E-01 1.875000000000000E-01 2.227046701467680E-01 2.500000000000000E-01 2.158178772265972E-01 3.125000000000000E-01 1.837753902146387E-01 3.750000000000000E-01 1.392077844624790E-01 4.375000000000000E-01 9.232829459030388E-02 5.000000000000000E-01 4.658406431422073E-02 5.625000000000000E-01 1.569473456415142E-03 6.250000000000000E-01 -4.404709738682218E-02 6.875000000000000E-01 -9.129528515656821E-02 7.500000000000000E-01 -1.420573061824464E-01 8.125000000000000E-01 -2.037703695194398E-01 8.750000000000000E-01 -2.885917302348085E-01 9.375000000000000E-01 -3.504750024966179E-01 0.64 = tempo de CPU acumulado (s)