Dia = (22/10/2013) Hora = 16:29:49 título = STOKES_1.6_012 DADOS STOKES_1p6_012 = nome do experimento numérico 32 = número de volumes reais na direção X 32 = número de volumes reais na direção Y 1024 = número total de volumes reais 2.000000000E-02 = incremento de tempo (s) -1.000000000E-05 = tolerância sobre as iterações externas (norma L1 adim.) 4000 = 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 3.125000000E-02 = comprimento dos volumes na direção X 3.125000000E-02 = comprimento dos volumes na direção Y 1.000000000E+00 = número de Reynolds 1.000000000E+00 = viscosidade absoluta (Pa.s) 1.000000000E+00 = função de interpolação: 0=UDS; 1=CDS 1 tipo de problema: 1=Shih; 2=Ghia 1 tipo da condição inicial: 0=nulo; 1=solução analítica de Shih; 2=reinício 16 = malha-base para u e v de interesse Iteração M?dia da norma L1 dos resíduos / norma na itera??o 1 1 1.000000E+00 40 6.338852E-03 80 2.692677E-03 120 1.426359E-03 160 8.414351E-04 200 5.327714E-04 240 3.512808E-04 280 2.365063E-04 320 1.619162E-04 360 1.120583E-04 400 7.803493E-05 440 5.457335E-05 480 3.830622E-05 520 2.698610E-05 560 1.905506E-05 600 1.348593E-05 640 9.554592E-06 680 6.773333E-06 720 4.803365E-06 760 3.407176E-06 800 2.417141E-06 840 1.714628E-06 880 1.216709E-06 920 8.633155E-07 960 6.125013E-07 1000 4.344472E-07 1040 3.081075E-07 1080 2.184783E-07 1120 1.549678E-07 1160 1.099329E-07 1200 7.796940E-08 1240 5.528745E-08 1280 3.919856E-08 1320 2.778805E-08 1360 1.969627E-08 1400 1.395907E-08 1440 9.891963E-09 1480 7.009066E-09 1520 4.965913E-09 1560 3.518180E-09 1600 2.492279E-09 1640 1.765402E-09 1680 1.250435E-09 1720 8.856281E-10 1760 6.272474E-10 1800 4.442102E-10 1840 3.145732E-10 1880 2.227769E-10 1920 1.577637E-10 1960 1.117306E-10 2000 7.914768E-11 2040 5.607033E-11 2080 3.974472E-11 2120 2.817752E-11 2160 1.998759E-11 2200 1.420957E-11 2240 1.013083E-11 2280 7.210306E-12 2320 5.168802E-12 2360 3.710758E-12 2400 2.683635E-12 2440 1.972853E-12 2480 1.449650E-12 2520 1.084139E-12 2560 8.409168E-13 2600 6.593520E-13 2640 5.414778E-13 2680 4.412347E-13 2720 3.735285E-13 2760 3.369595E-13 2800 3.018950E-13 2840 2.713888E-13 2880 2.616922E-13 2920 2.604938E-13 2960 2.271311E-13 3000 2.171183E-13 3040 2.257902E-13 3080 2.173859E-13 3120 2.142429E-13 3160 2.275998E-13 3200 2.315201E-13 3240 2.277770E-13 3280 2.262932E-13 3320 2.220596E-13 3360 2.303232E-13 3400 2.180767E-13 3440 2.241178E-13 3480 2.248330E-13 3520 2.162981E-13 3560 2.229395E-13 3600 2.306320E-13 3640 2.250071E-13 3680 2.286716E-13 3720 2.118971E-13 3760 2.333137E-13 3800 2.215438E-13 3840 2.176634E-13 3880 2.266906E-13 3920 2.286007E-13 3960 2.269945E-13 4000 2.205727E-13 Média da norma L1 dos res?duos na iteração 1 = 4.027286E-01 velocidade ue em x=1/2 (todos os nós) ue y 0.000000E+00 0.000000E+00 -1.571004E-02 1.562500E-02 -4.690276E-02 4.687500E-02 -7.750397E-02 7.812500E-02 -1.071501E-01 1.093750E-01 -1.354782E-01 1.406250E-01 -1.621253E-01 1.718750E-01 -1.867284E-01 2.031250E-01 -2.089245E-01 2.343750E-01 -2.283504E-01 2.656250E-01 -2.446429E-01 2.968750E-01 -2.574387E-01 3.281250E-01 -2.663746E-01 3.593750E-01 -2.710877E-01 3.906250E-01 -2.712152E-01 4.218750E-01 -2.663946E-01 4.531250E-01 -2.562642E-01 4.843750E-01 -2.404625E-01 5.156250E-01 -2.186288E-01 5.468750E-01 -1.904031E-01 5.781250E-01 -1.554262E-01 6.093750E-01 -1.133397E-01 6.406250E-01 -6.378617E-02 6.718750E-01 -6.408816E-03 7.031250E-01 5.914807E-02 7.343750E-01 1.332392E-01 7.656250E-01 2.162188E-01 7.968750E-01 3.084403E-01 8.281250E-01 4.102567E-01 8.593750E-01 5.220206E-01 8.906250E-01 6.440859E-01 9.218750E-01 7.768076E-01 9.531250E-01 9.205296E-01 9.843750E-01 1.000000E+00 1.000000E+00 velocidade vn em y=1/2 (todos os nós) x vn 0.000000E+00 0.000000E+00 1.562500E-02 4.651733E-02 4.687500E-02 1.226099E-01 7.812500E-02 1.828731E-01 1.093750E-01 2.284087E-01 1.406250E-01 2.603100E-01 1.718750E-01 2.796690E-01 2.031250E-01 2.875771E-01 2.343750E-01 2.851248E-01 2.656250E-01 2.734024E-01 2.968750E-01 2.534997E-01 3.281250E-01 2.265067E-01 3.593750E-01 1.935135E-01 3.906250E-01 1.556103E-01 4.218750E-01 1.138875E-01 4.531250E-01 6.943565E-02 4.843750E-01 2.334572E-02 5.156250E-01 -2.329135E-02 5.468750E-01 -6.938450E-02 5.781250E-01 -1.138425E-01 6.093750E-01 -1.555742E-01 6.406250E-01 -1.934883E-01 6.718750E-01 -2.264937E-01 7.031250E-01 -2.534993E-01 7.343750E-01 -2.734142E-01 7.656250E-01 -2.851473E-01 7.968750E-01 -2.876080E-01 8.281250E-01 -2.797051E-01 8.593750E-01 -2.603475E-01 8.906250E-01 -2.284435E-01 9.218750E-01 -1.829011E-01 9.531250E-01 -1.226278E-01 9.843750E-01 -4.652309E-02 1.000000E+00 0.000000E+00 Psi(x) ret?ngulo em y=1 (ideal = zero) x Psi_r(x) 0.000000E+00 0.000000E+00 3.125000E-02 -4.065758E-18 6.250000E-02 -5.637851E-18 9.375000E-02 -6.505213E-18 1.250000E-01 -7.806256E-18 1.562500E-01 -3.469447E-18 1.875000E-01 -1.734723E-18 2.187500E-01 -6.938894E-18 2.500000E-01 -1.734723E-17 2.812500E-01 -2.428613E-17 3.125000E-01 -1.387779E-17 3.437500E-01 -2.428613E-17 3.750000E-01 -2.081668E-17 4.062500E-01 -6.938894E-18 4.375000E-01 3.469447E-18 4.687500E-01 -6.938894E-18 5.000000E-01 -4.163336E-17 5.312500E-01 -5.551115E-17 5.625000E-01 3.469447E-18 5.937500E-01 -4.163336E-17 6.250000E-01 -5.898060E-17 6.562500E-01 -3.469447E-17 6.875000E-01 -1.734723E-17 7.187500E-01 -1.387779E-17 7.500000E-01 -2.775558E-17 7.812500E-01 -3.295975E-17 8.125000E-01 -3.642919E-17 8.437500E-01 -3.989864E-17 8.750000E-01 -3.209238E-17 9.062500E-01 -3.903128E-17 9.375000E-01 -3.794708E-17 9.687500E-01 -3.550762E-17 1.000000E+00 0.000000E+00 h (m) = 3.125000000000000E-02 uc (m/s) = -2.483633238870200E-01 umin (m/s) = -2.712151802365385E-01 y_umin (m) = 4.218750000000000E-01 vc (m/s) = 2.718654767490565E-05 vmin (m/s) = -2.876079671241292E-01 x_vmin (m) = 7.968750000000000E-01 vmax (m/s) = 2.875771099286241E-01 x_vmax (m) = 2.031250000000000E-01 pc (Pa) = 1.545431355786016E+00 fmr (kg/s) = 9.382161248018728E-02 fmt (kg/s) = 9.327601979303467E-02 dudy (1/s) = 5.086107803665385E+00 Fsr (N) = 5.383547062749903E-01 Fnr (N) = 2.663282472179776E+00 Fnr2 (N) = 2.731526115325845E+00 Fnt (N) = 2.666166371808506E+00 Psi_r_min (m2/s) = -1.247108367714161E-01 xmin_psi_r (m) = 5.000000000000000E-01 ymin_psi_r (m) = 7.187500000000000E-01 Psi_t_min (m2/s) = -1.240759388731127E-01 xmin_psi_t (m) = 5.000000000000000E-01 ymin_psi_t (m) = 7.187500000000000E-01 m?dia de ue em x=1/2 (s? pontos de interesse) u y -6.220336207312058E-02 6.250000000000000E-02 -1.213141422291207E-01 1.250000000000000E-01 -1.744268242435617E-01 1.875000000000000E-01 -2.186374568893398E-01 2.500000000000000E-01 -2.510408027034675E-01 3.125000000000000E-01 -2.687311858270316E-01 3.750000000000000E-01 -2.688049101598424E-01 4.375000000000000E-01 -2.483633238870200E-01 5.000000000000000E-01 -2.045159076290325E-01 5.625000000000000E-01 -1.343829575154659E-01 6.250000000000000E-01 -3.509749280598278E-02 6.875000000000000E-01 9.619364755811032E-02 7.500000000000000E-01 2.623295554871010E-01 8.125000000000000E-01 4.661386569291651E-01 8.750000000000000E-01 7.104467455844161E-01 9.375000000000000E-01 média de vn em y=1/2 (s? pontos de interesse) x v 6.250000000000000E-02 1.527415209430349E-01 1.250000000000000E-01 2.443593947589494E-01 1.875000000000000E-01 2.836230754400026E-01 2.500000000000000E-01 2.792636110847726E-01 3.125000000000000E-01 2.400032106670604E-01 3.750000000000000E-01 1.745619074449913E-01 4.375000000000000E-01 9.166155409258070E-02 5.000000000000000E-01 2.718654767490565E-05 5.625000000000000E-01 -9.161352217439347E-02 6.250000000000000E-01 -1.745312891882085E-01 6.875000000000000E-01 -2.399965320969931E-01 7.500000000000000E-01 -2.792807501906449E-01 8.125000000000000E-01 -2.836565321478635E-01 8.750000000000000E-01 -2.443955068102883E-01 9.375000000000000E-01 -1.527644469462123E-01 4.22 = tempo de CPU acumulado (s)