Dia = (30/9/2010) Hora = 16:17:15 ***** Dados gerais ***** Programa Fortran 2008- versao 9.1 INTEL Projeto console - realese Computador CFD 14 Precisao dupla ******************** Dados do Modelo Matemático ******************** Equacoes de Burguers 2D: ro*(d2(u^2)/dx + d2(uv)/dy) = mi*(d2u/dx2 + d2u/dy2) - dp/dx ro*(d2(uv)/dx + d2(v^2)/dy) = mi*(d2v/dx2 + d2v/dy2) - dp/dy - S(x,y,Re = 1) título = BURGUERS_2D_VF DADOS Burguers2D_VF.txt = caso: nome do experimento numérico 1.0E+00 = comprimento do domínio de cálculo na direção x 1.0E+00 = comprimento do domínio de cálculo na direção y 1 = nm: número de malhas 4 = nxg(nm): número de pontos na direção X (malha mais fina) com contornos 4 = nyg(nm): número de pontos na direção Y (malha mais fina) com contornos 16 = nxyg(nm): número total de pontos (malha mais fina) com contornos 1.0E-11 = tol: tolerância do problema 30000 = itemax: número máximo de iterações externas (ciclos V) 1 = iteimax_fmg: número máximo de iterações externas (ciclos V) 1 = itimax: número máximo de iterações internas (Gauss-Seidel) lexicográfico 1.0E+00 = Re: número de Reynolds 1 = w: freqüência de escrita dos resíduos e variáveis nas iterações Nível malha em x malha em y 1 2 2 **************************************** Norma ********************************************** normai_u(0) da estimativa inicial: 3.5749999999999993E+00 normai_v(0) da estimativa inicial: 1.3500000000000000E+01 ii normai_u(ii) normai_u(ii)/normai_u(0) normai_v(ii) normai_v(ii)/normai_v(0) 1 1.6428821079077627E+00 4.5954744277140225E-01 1.3770997034144813E+01 1.0200738543810972E+00 2 1.2972010004881127E+00 3.6285342670996168E-01 1.0521161187030584E+01 7.7934527311337665E-01 3 2.0128545665792745E+00 5.6303624239979722E-01 8.0291221977164575E+00 5.9474979242344128E-01 4 2.2125274564349438E+00 6.1888879900278160E-01 6.0829448855999253E+00 4.5058851004443889E-01 5 2.2661345881012083E+00 6.3388380086747098E-01 4.7867684384237590E+00 3.5457543988324142E-01 6 1.6565194249490363E+00 4.6336207690882142E-01 3.3033077213380246E+00 2.4468946083985368E-01 7 1.2165512945687689E+00 3.4029406841084453E-01 2.4699513088769640E+00 1.8295935621310844E-01 8 8.0057374884281796E-01 2.2393671296302606E-01 1.6333529041304775E+00 1.2098910400966501E-01 9 5.3060997405948984E-01 1.4842237036629088E-01 1.1543593865336668E+00 8.5508102706197534E-02 10 3.6183844308686475E-01 1.0121355051380834E-01 7.8022208338703625E-01 5.7794228399039721E-02 11 2.4895478087306183E-01 6.9637700943513819E-02 5.5444512527396972E-01 4.1070009279553316E-02 12 1.8320549777837652E-01 5.1246293084860575E-02 3.8652218419053946E-01 2.8631272903002922E-02 13 1.2865503752421015E-01 3.5987423083695153E-02 2.7781467594974907E-01 2.0578864885166599E-02 14 9.6168289827720743E-02 2.6900220930830981E-02 1.9547300919903660E-01 1.4479482162891600E-02 15 6.6470745550997912E-02 1.8593215538740677E-02 1.4080194216041372E-01 1.0429773493363980E-02 16 4.9474663422580806E-02 1.3839066691630998E-02 9.8945594111834914E-02 7.3293032675433266E-03 17 3.3754906243514737E-02 9.4419318163677605E-03 7.1182022698619923E-02 5.2727424221199947E-03 18 2.5115127881688654E-02 7.0252105962765477E-03 5.0093959156329471E-02 3.7106636412095905E-03 19 1.6148745748273879E-02 4.5171316778388482E-03 3.5852450029434685E-02 2.6557370392173841E-03 20 1.2700706582912141E-02 3.5526451980173830E-03 2.3611274622306756E-02 1.7489833053560559E-03 21 8.9111879574568231E-03 2.4926399880998112E-03 1.6320006026890294E-02 1.2088893353252069E-03 22 5.9445865649968843E-03 1.6628214167823455E-03 1.0766646575947232E-02 7.9752937599609130E-04 23 3.7970623817668858E-03 1.0621153515431849E-03 7.3917366537597853E-03 5.4753604842665076E-04 24 2.4224651840638045E-03 6.7761263889896646E-04 4.8550993131498757E-03 3.5963698615925006E-04 25 1.5419265541369576E-03 4.3130812703131687E-04 3.3185718418679774E-03 2.4582013643466500E-04 26 1.0040124860524191E-03 2.8084265344123618E-04 2.1700443598570499E-03 1.6074402665607775E-04 27 6.5116066123796501E-04 1.8214284230432592E-04 1.4794938557441198E-03 1.0959213746252739E-04 28 4.3232806375917421E-04 1.2093092692564316E-04 9.6452363308322658E-04 7.1446195043201974E-05 29 2.8346631296605196E-04 7.9291276354140428E-05 6.5667324579386788E-04 4.8642462651397620E-05 30 1.9008944713952425E-04 5.3171873325741059E-05 4.2739104863728089E-04 3.1658596195354141E-05 31 1.2534554199991610E-04 3.5061690069906608E-05 2.9083914149678758E-04 2.1543640110873154E-05 32 8.4462680602415130E-05 2.3625924644032210E-05 1.8918812347828995E-04 1.4013935072465922E-05 33 5.5838351719406099E-05 1.5619119362071639E-05 1.2873850775940721E-04 9.5361857599560893E-06 34 3.7677252918477677E-05 1.0539091725448304E-05 8.3745683706948348E-05 6.2033839782924702E-06 35 2.4920830765745583E-05 6.9708617526561081E-06 5.6993206409040875E-05 4.2217189932622866E-06 36 1.6809392464650630E-05 4.7019279621400377E-06 3.7082648280430119E-05 2.7468628355874164E-06 37 1.1114564389735904E-05 3.1089690600659875E-06 2.5239710092411771E-05 1.8696081549934646E-06 38 7.4910245414228083E-06 2.0953914801182686E-06 1.6426103696343120E-05 1.2167484219513422E-06 39 4.9508140752552166E-06 1.3848430979734874E-06 1.1181313622439515E-05 8.2824545351403814E-07 40 3.3343379526873385E-06 9.3268194480764731E-07 7.2782986493477586E-06 5.3913323328501919E-07 41 2.2027468110363824E-06 6.1615295413605111E-07 4.9547517457018686E-06 3.6701864782976806E-07 42 1.4826877823836959E-06 4.1473784122620875E-07 3.2257107154057274E-06 2.3894153447449833E-07 43 9.7918465546964484E-07 2.7389780572577485E-07 2.1960493430811523E-06 1.6267032170971500E-07 44 6.5882015715112985E-07 1.8428535864367271E-07 1.4298633131890059E-06 1.0591580097696340E-07 45 4.3498923185669724E-07 1.2167530961026500E-07 9.7348471834318717E-07 7.2109979136532386E-08 46 2.9258274680810104E-07 8.1841327778489817E-08 6.3389473061586932E-07 4.6955165230805131E-08 47 1.9314580931850678E-07 5.4026799809372536E-08 4.3158350528094136E-07 3.1969148539328986E-08 48 1.2988533396041113E-07 3.6331561946968157E-08 2.8104680289270378E-07 2.0818281695755836E-08 49 8.5731834270630358E-08 2.3980932663113391E-08 1.9135326803643160E-07 1.4174316150846786E-08 50 5.7643165685128395E-08 1.6123962429406546E-08 1.2461444891254114E-07 9.2306999194474914E-09 51 3.8044345007648417E-08 1.0641774827314245E-08 8.4846238750102554E-08 6.2849065740816708E-09 52 2.5576767787027777E-08 7.1543406397280506E-09 5.5255903366746573E-08 4.0930298790182646E-09 53 1.6879479647347040E-08 4.7215327684886836E-09 3.7622522340574616E-08 2.7868535067092310E-09 54 1.1346928563416014E-08 3.1739660317247599E-09 2.4502127944636687E-08 1.8149724403434583E-09 55 7.4880848466296612E-09 2.0945691878684371E-09 1.6683093566338680E-08 1.2357847086176800E-09 56 5.0334254819706103E-09 1.4079511837680031E-09 1.0865248187275078E-08 8.0483319905741320E-10 57 3.3215518391305210E-09 9.2910540954699902E-10 7.3980134518425444E-09 5.4800099643278110E-10 58 2.2326221704727089E-09 6.2450969803432434E-10 4.8181815967551778E-09 3.5690234050038353E-10 59 1.4732691733243541E-09 4.1210326526555369E-10 3.2806544147945260E-09 2.4301143813292786E-10 60 9.9024527466795575E-10 2.7699168522180585E-10 2.1366462071847891E-09 1.5827008942109550E-10 61 6.5343436217446538E-10 1.8277884256628405E-10 1.4548298399308379E-09 1.0776517332821021E-10 62 4.3918979564239180E-10 1.2285029248738235E-10 9.4751833462636270E-10 7.0186543305656491E-11 63 2.8980490229812972E-10 8.1064308335141190E-11 6.4515943282161814E-10 4.7789587616416160E-11 64 1.9478299528863374E-10 5.4484753926890566E-11 4.2018653834130504E-10 3.1124928766022594E-11 65 1.2852807707020020E-10 3.5951909669986078E-11 2.8610079583213377E-10 2.1192651543121021E-11 66 8.6385343323058805E-11 2.4163732398058413E-11 1.8633628667830138E-10 1.3802687902096398E-11 67 5.7000792974548631E-11 1.5944277755118501E-11 1.2687616235407262E-10 9.3982342484498244E-12 0.000 = tempo de CPU (segundos) 10.000 = tempo total (segundos) 136143 = no. de repetições Fator de convergência médio u : 6.8999326007875983E-01 Fator de convergência médio u : 6.8457116314186051E-01 Norma infinito (u_analitica - u_numerica) : 2.1213119029370744E-01 Norma ifinito (v_analitica - v_numerica) : 5.4979563561499989E-01 Força da tampa da cavidade sobre o fluido(numerico) : 2.8777314200195359E+00 Força da tampa da cavidade sobre o fluido(analitico): 2.6666666666666665E+00 Erro no cálculo da força da tampa sobre o fluido : 2.1106475335286934E-01