%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%% %%%%%% %%%%%% Turbulent Plane Couette flow with transpiration %%%%%% %%%%%% %%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%% %%%%%% %%%%%% Supported by the German Science Foundation (DFG) %%%%%% %%%%%% %%%%%% %%%%%% 2014 - 2018 %%%%%% %%%%%% %%%%%% %%%%%% %%%%%% %%%%%% Chair of Fluid Dynamics %%%%%% %%%%%% %%%%%% %%%%%% Department of Mechanical Engineering, %%%%%% %%%%%% Technische Unversitaet Darmstadt, %%%%%% %%%%%% Otto-Berndt-Str. 2, 64287 Darmstadt, Germany %%%%%% %%%%%% %%%%%% %%%%%% & %%%%%% %%%%%% %%%%%% %%%%%% IUMPA %%%%%% %%%%%% %%%%%% %%%%%% 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: %% %% DNS of a Turbulent Couette flow at constant wall transpiration %% %% up to $Re_\tau =1000$ %% %% S. Kraheberger, S. Hoyas, M. Oberlack %% %% Journal of Fluid Mechanics 835, 421-443, 2018 %% %% %% %% %% %% NOMENCLATURE: %% %% x = streamwise coordinate %% %% y = wall-normal coordinate %% %% z = spanwise coordinate %% %% h = channel half-width %% %% U = mean streamwise velocity %% %% Uw = moving wall velocity %% %% V0 = transpiration velocity %% %% utau = friction velocity %% %% utaub = friction velocity at the blowing wall %% %% utaus = friction velocity at the suction wall %% %% nu = kinematic viscosity %% %% Retau = Reynolds number utau*h/nu %% %% Rew = Reynolds number Uw*h/nu %% %% u',v',w' = rms values of streamwise, wall-normal and spanwise %% %% velocity fluctuations %% %% uv', = Reynolds shear stresses %% %% dU/dy = viscous stress %% %% (.)+ = normalized by utau and nu %% %% %% %% %% %% BOX SIZE in h (x,y,z): 8pi|2|3pi %% %% FLOW CONDITIONS: Retau = 976 (Re_b = 10000), %% %% utau = 0.097595 %% %% utaub = 0.031334 %% %% utaus = 0.134410 %% %% Uw = 6.836470 %% %% V0 = 0.005000 %% %% %% %% Data file 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12.74574661 2.23048282 0.97365981 1.30837882 -0.74072009 0.01574465 1.85335520 1808.77563477 12.81265831 2.23277354 0.97612083 1.31406271 -0.74371266 0.01617962 1.85760726 1812.92541504 12.88073349 2.23513746 0.97858322 1.31983948 -0.74674594 0.01663340 1.86181529 1817.03222656 12.95000648 2.23759198 0.98104346 1.32571435 -0.74982059 0.01710724 1.86597854 1821.09533691 13.02051258 2.24015474 0.98349637 1.33168972 -0.75293720 0.01760229 1.87009676 1825.11450195 13.09228897 2.24284315 0.98593521 1.33776820 -0.75609565 0.01812049 1.87416920 1829.08898926 13.16537857 2.24567723 0.98835158 1.34395230 -0.75929600 0.01866413 1.87819537 1833.01831055 13.23982716 2.24868274 0.99073595 1.35024309 -0.76253837 0.01923515 1.88217475 1836.90197754 13.31568241 2.25188994 0.99307764 1.35663772 -0.76582366 0.01983540 1.88610661 1840.73925781 13.39299679 2.25532985 0.99536502 1.36313462 -0.76915199 0.02046720 1.88999056 1844.52978516 13.47182560 2.25903749 0.99758416 1.36973405 -0.77252388 0.02113300 1.89382573 1848.27270508 13.55222607 2.26305056 0.99971831 1.37643433 -0.77593952 0.02183558 1.89761162 1851.96752930 13.63426113 2.26741314 1.00174785 1.38323164 -0.77939856 0.02257855 1.90134760 1855.61364746 13.71800232 2.27217984 1.00364995 1.39011943 -0.78290015 0.02336644 1.90503280 1859.21020508 13.80352974 2.27741337 1.00539684 1.39708757 -0.78644317 0.02420457 1.90866659 1862.75659180 13.89093399 2.28319049 1.00695503 1.40412354 -0.79002637 0.02509868 1.91224835 1866.25219727 13.98031712 2.28960180 1.00828481 1.41121280 -0.79364812 0.02605571 1.91577720 1869.69616699 14.07179737 2.29675341 1.00933957 1.41833699 -0.79730636 0.02708372 1.91925239 1873.08776855 14.16550541 2.30476475 1.01006544 1.42546916 -0.80099815 0.02819229 1.92267317 1876.42626953 14.26159763 2.31376672 1.01040089 1.43257272 -0.80471879 0.02939427 1.92603867 1879.71081543 14.36025906 2.32390571 1.01027513 1.43960416 -0.80846184 0.03070537 1.92934801 1882.94055176 14.46170902 2.33534837 1.00960660 1.44651842 -0.81222010 0.03214431 1.93260031 1886.11462402 14.56620884 2.34828758 1.00830126 1.45326960 -0.81598401 0.03373366 1.93579457 1889.23205566 14.67407131 2.36294079 1.00625265 1.45980406 -0.81974065 0.03550278 1.93893005 1892.29211426 14.78567886 2.37955141 1.00334108 1.46605933 -0.82347232 0.03748851 1.94200562 1895.29370117 14.90149498 2.39838600 0.99943358 1.47195816 -0.82715613 0.03973791 1.94502027 1898.23583984 15.02209282 2.41973567 0.99438125 1.47741151 -0.83076173 0.04231033 1.94797300 1901.11755371 15.14817619 2.44391704 0.98801816 1.48232341 -0.83425105 0.04528040 1.95086258 1903.93762207 15.28060722 2.47126865 0.98016065 1.48658741 -0.83757359 0.04874218 1.95368811 1906.69519043 15.42045403 2.50214219 0.97060800 1.49008429 -0.84066296 0.05281741 1.95644810 1909.38879395 15.56903172 2.53689599 0.95914268 1.49267995 -0.84343183 0.05766007 1.95914167 1912.01757813 15.72796822 2.57588339 0.94553107 1.49422705 -0.84576857 0.06346605 1.96176733 1914.58007813 15.89926338 2.61943507 0.92952633 1.49455535 -0.84752727 0.07048267 1.96432382 1917.07507324 16.08537292 2.66783118 0.91087139 1.49346638 -0.84851944 0.07902558 1.96680989 1919.50134277 16.28930664 2.72125936 0.88930398 1.49073184 -0.84849709 0.08949551 1.96922391 1921.85729980 16.51474953 2.77976060 0.86456323 1.48608232 -0.84713775 0.10240518 1.97156451 1924.14160156 16.76619339 2.84316111 0.83639950 1.47918975 -0.84401935 0.11840499 1.97383019 1926.35278320 17.04909897 2.91097689 0.80458784 1.46965373 -0.83859062 0.13832809 1.97601919 1928.48913574 17.37008286 2.98227286 0.76894408 1.45698929 -0.83012456 0.16323808 1.97813015 1930.54931641 17.73713875 3.05549312 0.72934633 1.44061625 -0.81767148 0.19449680 1.98016093 1932.53125000 18.15985680 3.12824655 0.68576235 1.41985655 -0.80000001 0.23382363 1.98211004 1934.43347168 18.64960480 3.19705415 0.63827968 1.39393270 -0.77556485 0.28335014 1.98397546 1936.25402832 19.21954918 3.25704551 0.58713710 1.36199677 -0.74251640 0.34559625 1.98575521 1937.99096680 19.88434792 3.30162406 0.53275287 1.32317603 -0.69883186 0.42334121 1.98744715 1939.64221191 20.65923691 3.32213044 0.47574401 1.27663183 -0.64262503 0.51924443 1.98904929 1941.20581055 21.55820847 3.30765605 0.41693026 1.22162843 -0.57273537 0.63519061 1.99055911 1942.67932129 22.59105492 3.24528503 0.35731816 1.15756381 -0.48957482 0.77126229 1.99197451 1944.06066895 23.75941086 3.12128592 0.29807287 1.08392143 -0.39607877 0.92461801 1.99329271 1945.34716797 25.05253983 2.92381120 0.24049006 1.00014710 -0.29826990 1.08867478 1.99451136 1946.53649902 26.44439697 2.64725947 0.18598557 0.90546387 -0.20479894 1.25345576 1.99562756 1947.62585449 27.89387894 2.29728270 0.13609086 0.79892659 -0.12495425 1.40755188 1.99663832 1948.61230469 29.34928894 1.89385068 0.09240922 0.67980450 -0.06555639 1.54152238 1.99754077 1949.49304199 30.75597954 1.46949816 0.05646701 0.54857254 -0.02826794 1.65086854 1.99833164 1950.26489258 32.06396103 1.06280231 0.02943740 0.40792462 -0.00931046 1.73686635 1.99900757 1950.92456055 33.23205948 0.71346003 0.01176436 0.26358217 -0.00200290 1.80395615 1.99956492 1951.46850586 34.22776413 0.47037992 0.00278037 0.12413547 -0.00017043 1.85695791 1.99999994 1951.89306641 35.02481842 0.39240685 0.00000000 0.00000000 0.00000000 1.89681625