%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%% %%%%%% %%%%%% Turbulent Plane Poiseuille flow %%%%%% %%%%%% with wall blowing and suction %%%%%% %%%%%% %%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%% %%%%%% %%%%%% Supported by the German Science Foundation (DFG) %%%%%% %%%%%% %%%%%% %%%%%% 2010 - 2013 %%%%%% %%%%%% %%%%%% %%%%%% %%%%%% %%%%%% Chair of Fluid Dynamics %%%%%% %%%%%% %%%%%% %%%%%% Department of Mechanical Engineering, %%%%%% %%%%%% Technische Unversitaet Darmstadt, %%%%%% %%%%%% Otto-Berndt-Str. 2, 64287 Darmstadt, Germany %%%%%% %%%%%% %%%%%% %%%%%% & %%%%%% %%%%%% %%%%%% %%%%%% CMT Motores Termicos %%%%%% %%%%%% %%%%%% %%%%%% Universitat Politecnica de Valencia, %%%%%% %%%%%% Camino de Vera, s/n 46022 Valencia, Spain %%%%%% %%%%%% %%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%% %%%%%% %%%%%% <<< CAUTION >>> %%%%%% %%%%%% %%%%%% %%%%%% All rights are reserved by the Chair of Fluid Dynamics. %%%%%% %%%%%% No part of the data described herein may be represented %%%%%% %%%%%% without reference. The data base may be used without %%%%%% %%%%%% notification to the author's laboratory. %%%%%% %%%%%% %%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %% %% %% REFERENCES: %% %% V. Avsarkisov, M. Oberlack, S. Hoyas (2014): %% %% "New scaling laws for turbulent Poiseuille flow with wall %% %% transpiration", J. Fluid Mech., vol. 746, pp 99- 122, %% %% doi:10.1017/jfm.2014.98 %% %% %% %% NOMENCLATURE: %% %% x = streamwise coordinate %% %% y = wall-normal coordinate %% %% z = spanwise coordinate %% %% h = channel half-width %% %% U = mean streamwise velocity %% %% Ub = bulk velocity %% %% tau_b = shear stress on the blowing side %% %% tau_s = shear stress on the suction side %% %% utau = sqrt((|tau_b|+|tau_s|)/2) = friction velocity %% %% v0 = transpiration velocity %% %% nu = kinematic viscosity %% %% Retau = Reynolds number utau*h/nu %% %% u',v',w' = rms values of streamwise, wall-normal and spanwise %% %% velocity fluctuations %% %% om_x', om_y', om_z' = rms values of streamwise, wall-normal %% %% and spanwise vorticity fluctuations %% %% uv', uw', vw' = Reynolds shear stresses %% %% epsilon = dissipation %% %% uuw', wwv', vvv' = triple correlations %% %% dU/dy = viscous stress %% %% (.)+ = normalized by utau and nu %% %% (.)b = quantity is taken at the blowing wall %% %% (.)s = quantity is taken at the suction wall %% %% %% %% %% %% BOX SIZE (x,y,z): 4pi|2|2pi %% %% MESH NUMBER (x,y,z): 768|251|256 %% %% FLOW CONDITIONS: utau = 0.0519 %% %% tau_b = -0.0017 %% %% tau_s = 0.0037 %% %% Retau = 250 %% %% Ub = 0.8987 %% %% v0/Uw = 0.003 %% %% %% %% NUMERICAL METHOD: %% %% Kim, Moin & Moser, 1987, J. Fluid Mech. vol 177, 133-166 %% %% %% %% Data file modified: November 18, 2020 %% %% (utau, tau_b, tau_s were incorrectly normalized, %% %% this is corrected now) %% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %% y/h y+ U+ u'+ v'+ w'+ om_x'+ om_y'+ om_z'+ uv'+ uw'+ vw'+ epsilon+ uuv'+ wwv'+ vvv'+ dU/dy+ %%------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------ 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 0.26740512 0.00000000 0.31636974 0.00000000 -0.00000000 0.00000000 2.46008280 4.37732920 0.00000000 0.00014025 0.61570166 0.00145533 0.36134180 0.22432234 0.11399181 0.00164360 0.09267777 0.24596970 0.00846937 0.31533864 -0.00003356 -0.00001268 -0.00000001 2.29732870 4.16665400 0.00044682 0.00014067 0.62589687 0.00312698 0.77639338 0.48652136 0.24478807 0.00715661 0.18996910 0.22400067 0.01840790 0.31698296 -0.00035715 -0.00005962 -0.00000008 2.17726740 3.92849760 0.00188980 0.00014827 0.63751929 0.00500849 1.24354940 0.78730683 0.39269067 0.01719491 0.28897934 0.20207172 0.02984673 0.32099438 -0.00156012 -0.00015487 -0.00000038 2.10102170 3.66519900 0.00444435 0.00018669 0.65006703 0.00709372 1.76128820 1.12718480 0.55784197 0.03210772 0.38712335 0.18085923 0.04275298 0.32596605 -0.00464867 -0.00031209 -0.00000112 2.05845710 3.37850680 0.00821184 0.00030196 0.66255035 0.00937687 2.32816680 1.50603930 0.73943336 0.05194139 0.48222053 0.16144767 0.05697212 0.32987187 -0.01106694 -0.00054245 -0.00000245 2.03332720 3.06917400 0.01331511 0.00055983 0.67353290 0.01185242 2.94281930 1.92263470 0.93499251 0.07647815 0.57255427 0.14530961 0.07218860 0.33066248 -0.02256859 -0.00085178 -0.00000436 2.00801130 2.73732380 0.01990867 0.00103297 0.68120101 0.01451517 3.60394880 2.37415170 1.14005470 0.10529815 0.65692826 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-0.00364912 -0.00002625 1.76613490 0.63470601 0.09527256 0.00817845 0.58475714 0.03416059 8.48167670 5.45748950 2.21976440 0.33582200 1.03010440 0.15576268 0.16586903 0.26048639 -0.31865836 -0.00411081 -0.00003661 1.76102100 0.39653786 0.11223102 0.00892510 0.54647978 0.03800709 9.43671870 5.95992880 2.33243530 0.37879622 1.07448920 0.16296036 0.17342424 0.25247462 -0.38168393 -0.00456709 -0.00004992 1.76416570 0.22308468 0.12929631 0.00905838 0.50571582 0.04200700 10.42985000 6.44142700 2.42285830 0.42190908 1.11528840 0.16918970 0.17934470 0.24595637 -0.44421034 -0.00502387 -0.00006527 1.76956930 0.11488016 0.14595873 0.00850054 0.46421078 0.04615691 11.46022500 6.89848320 2.49272920 0.46481808 1.15284490 0.17436374 0.18377476 0.24046708 -0.50460475 -0.00547522 -0.00008119 1.77232940 0.06698278 0.16178197 0.00729709 0.42341850 0.05045355 12.52702900 7.32907550 2.54428170 0.50720998 1.18739000 0.17850863 0.18688435 0.23559207 -0.56167589 -0.00590096 -0.00009600 1.76932150 0.07075663 0.17643571 0.00562948 0.38442865 0.05489377 13.62948400 7.73242810 2.57996140 0.54879966 1.21907390 0.18170547 0.18884915 0.23103257 -0.61466343 -0.00627107 -0.00010796 1.75911850 0.11575508 0.18970546 0.00380494 0.34796422 0.05947457 14.76684300 8.10873130 2.60219080 0.58933160 1.24799830 0.18405591 0.18983724 0.22660643 -0.66317750 -0.00655458 -0.00011550 1.74155300 0.19128774 0.20148696 0.00222639 0.31442753 0.06419304 15.93838500 8.45886780 2.61322290 0.62858257 1.27424740 0.18566441 0.19000170 0.22222283 -0.70711558 -0.00672820 -0.00011756 1.71724780 0.28750157 0.21177285 0.00134949 0.28397032 0.06904641 17.14342200 8.78417340 2.61506740 0.66636415 1.29790750 0.18662784 0.18947776 0.21784689 -0.74657828 -0.00678058 -0.00011401 1.68718830 0.39598213 0.22063308 0.00163520 0.25656434 0.07403202 18.38128900 9.08624640 2.60947020 0.70252441 1.31907810 0.18703093 0.18838280 0.21346808 -0.78179583 -0.00671219 -0.00010576 1.65241620 0.50996443 0.22819110 0.00350611 0.23206484 0.07914728 19.65134800 9.36680580 2.59792260 0.73694843 1.33787780 0.18694708 0.18681754 0.20908263 -0.81307080 -0.00653230 -0.00009457 1.61388020 0.62428278 0.23460169 0.00731130 0.21026099 0.08438972 20.95298500 9.62759290 2.58168320 0.76955750 1.35444180 0.18644156 0.18486782 0.20468972 -0.84073740 -0.00625387 -0.00008255 1.57241000 0.73518565 0.24003223 0.01330216 0.19091128 0.08975695 22.28560600 9.87030650 2.56180440 0.80030665 1.36891790 0.18557179 0.18260665 0.20029282 -0.86513472 -0.00589168 -0.00007186 1.52872660 0.84010033 0.24464852 0.02162038 0.17376701 0.09524665 23.64863600 10.09656300 2.53916130 0.82918080 1.38146060 0.18438751 0.18009636 0.19590287 -0.88658983 -0.00546821 -0.00006448 1.48347230 0.93740274 0.24860415 0.03229809 0.15858730 0.10085662 25.04152400 10.30787400 2.51448110 0.85619019 1.39222290 0.18293625 0.17739021 0.19153412 -0.90540864 -0.00501716 -0.00006165 1.43722860 1.02621090 0.25203756 0.04526803 0.14514707 0.10658468 26.46373700 10.50563800 2.48837070 0.88136547 1.40135320 0.18126316 0.17453406 0.18719668 -0.92187184 -0.00457395 -0.00006349 1.39048790 1.10619490 0.25507656 0.06038040 0.13324045 0.11242878 27.91475800 10.69113500 2.46133650 0.90475342 1.40899950 0.17940386 0.17156823 0.18289711 -0.93623320 -0.00416608 -0.00006946 1.34363780 1.17741870 0.25783544 0.07742152 0.12268211 0.11838689 29.39408800 10.86553000 2.43379760 0.92641323 1.41530570 0.17738527 0.16852867 0.17864513 -0.94871978 -0.00381770 -0.00007906 1.29700650 1.24022290 0.26040233 0.09613025 0.11330754 0.12445707 30.90124200 11.02987900 2.40609940 0.94641339 1.42040340 0.17523366 0.16544701 0.17445430 -0.95953354 -0.00355724 -0.00009201 1.25090790 1.29514120 0.26283855 0.11621288 0.10497172 0.13063742 32.43575200 11.18513700 2.37852700 0.96482909 1.42440950 0.17297499 0.16235059 0.17033547 -0.96885349 -0.00341512 -0.00010835 1.20560780 1.34282860 0.26518856 0.13735934 0.09754734 0.13692612 33.99716200 11.33216400 2.35131390 0.98173985 1.42742960 0.17063102 0.15926284 0.16630030 -0.97683732 -0.00340975 -0.00012868 1.16132190 1.38399930 0.26748439 0.15925741 0.09092319 0.14332137 35.58503000 11.47173800 2.32464580 0.99722727 1.42955900 0.16822260 0.15620360 0.16236136 -0.98362386 -0.00353346 -0.00015345 1.11824350 1.41938610 0.26974496 0.18160434 0.08500250 0.14982147 37.19892800 11.60455600 2.29866640 1.01137320 1.43088710 0.16576938 0.15318922 0.15853297 -0.98933390 -0.00375138 -0.00018229 1.07654340 1.44971790 0.27197997 0.20411594 0.07970277 0.15642472 38.83843800 11.73125700 2.27348350 1.02425820 1.43150070 0.16328568 0.15023267 0.15482829 -0.99407179 -0.00401155 -0.00021413 1.03633870 1.47570940 0.27418958 0.22653145 0.07495475 0.16312949 40.50315600 11.85241900 2.24917200 1.03596070 1.43147990 0.16078256 0.14734384 0.15125616 -0.99792962 -0.00426514 -0.00024762 0.99769586 1.49804600 0.27636179 0.24861843 0.07069818 0.16993420 42.19268400 11.96857300 2.22577920 1.04655570 1.43089730 0.15827128 0.14452987 0.14782721 -1.00099010 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