%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%% %%%%%% %%%%%% 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): 16pi|2|6pi %% %% FLOW CONDITIONS: Retau = 1026 (Re_b = 25000), %% %% utau = 0.041037 %% %% utaub = 0.041018 %% %% utaus = 0.041057 %% %% Uw = 3.595200 %% %% V0 = 0.000000 %% %% %% %% Data file 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1.78945272 1835.85864258 25.50196266 2.64206314 1.13522172 1.52454960 -0.99363714 0.01183259 1.79427528 1840.80627441 25.56114960 2.64146423 1.13552690 1.52783465 -0.99325889 0.01209531 1.79905966 1845.71472168 25.62118149 2.64079618 1.13582015 1.53114927 -0.99287409 0.01236668 1.80380548 1850.58361816 25.68206978 2.64005852 1.13610017 1.53449130 -0.99248296 0.01264639 1.80851240 1855.41259766 25.74383163 2.63925409 1.13636720 1.53786123 -0.99208546 0.01293459 1.81318017 1860.20141602 25.80648041 2.63838625 1.13662124 1.54126203 -0.99168020 0.01323250 1.81780819 1864.94946289 25.87003708 2.63745832 1.13686240 1.54469538 -0.99126571 0.01354177 1.82239612 1869.65637207 25.93452835 2.63647389 1.13708973 1.54816198 -0.99084139 0.01386294 1.82694372 1874.32189941 25.99997711 2.63544035 1.13730109 1.55166674 -0.99040681 0.01419646 1.83145038 1878.94543457 26.06640816 2.63436508 1.13749361 1.55521250 -0.98996216 0.01454224 1.83591576 1883.52661133 26.13384247 2.63325429 1.13766611 1.55879855 -0.98950750 0.01489995 1.84033937 1888.06494141 26.20229912 2.63211274 1.13781834 1.56242299 -0.98904210 0.01527070 1.84472086 1892.56005859 26.27179909 2.63094568 1.13794923 1.56609166 -0.98856437 0.01565561 1.84905964 1897.01135254 26.34237099 2.62976050 1.13805616 1.56981301 -0.98807377 0.01605567 1.85335534 1901.41845703 26.41403770 2.62856364 1.13813591 1.57359147 -0.98756868 0.01647201 1.85760738 1905.78076172 26.48683357 2.62736392 1.13818419 1.57742488 -0.98704743 0.01690652 1.86181527 1910.09777832 26.56079102 2.62617111 1.13819540 1.58131170 -0.98650885 0.01736020 1.86597867 1914.36914063 26.63594437 2.62499905 1.13816273 1.58525205 -0.98595220 0.01783401 1.87009672 1918.59399414 26.71232986 2.62386203 1.13807833 1.58924484 -0.98537511 0.01833016 1.87416921 1922.77209473 26.78999138 2.62277579 1.13793349 1.59328711 -0.98477554 0.01885072 1.87819542 1926.90270996 26.86897278 2.62175632 1.13771713 1.59737730 -0.98415244 0.01939682 1.88217474 1930.98522949 26.94931984 2.62082386 1.13741601 1.60151279 -0.98350418 0.01996996 1.88610671 1935.01916504 27.03107834 2.62000442 1.13701546 1.60568988 -0.98282832 0.02057257 1.88999061 1939.00378418 27.11430359 2.61933136 1.13650000 1.60990345 -0.98212177 0.02120766 1.89382584 1942.93847656 27.19905281 2.61884212 1.13585269 1.61414647 -0.98138118 0.02187868 1.89761169 1946.82250977 27.28539658 2.61857724 1.13505399 1.61840832 -0.98060262 0.02258956 1.90134757 1950.65527344 27.37340546 2.61858058 1.13408101 1.62267518 -0.97978181 0.02334455 1.90503289 1954.43615723 27.46316719 2.61890435 1.13290632 1.62693381 -0.97891355 0.02414883 1.90866668 1958.16418457 27.55477715 2.61960721 1.13149774 1.63116932 -0.97799140 0.02500895 1.91224848 1961.83886719 27.64834785 2.62075591 1.12981665 1.63536239 -0.97700840 0.02593167 1.91577732 1965.45922852 27.74400139 2.62243080 1.12781870 1.63949180 -0.97595662 0.02692511 1.91925251 1969.02453613 27.84188271 2.62472415 1.12545276 1.64353490 -0.97482574 0.02799935 1.92267332 1972.53405762 27.94215775 2.62774324 1.12266028 1.64746308 -0.97360396 0.02916642 1.92603868 1975.98669434 28.04502296 2.63161111 1.11937320 1.65124035 -0.97227627 0.03044096 1.92934800 1979.38183594 28.15070724 2.63646793 1.11551297 1.65482283 -0.97082496 0.03184100 1.93260033 1982.71850586 28.25947762 2.64247012 1.11098969 1.65816188 -0.96922821 0.03338792 1.93579471 1985.99572754 28.37165451 2.64978909 1.10570133 1.66120255 -0.96745908 0.03510916 1.93893008 1989.21240234 28.48762512 2.65861130 1.09953320 1.66388130 -0.96548301 0.03703885 1.94200571 1992.36779785 28.60785103 2.66913986 1.09235644 1.66612446 -0.96325821 0.03921912 1.94502031 1995.46057129 28.73288918 2.68159437 1.08402669 1.66784680 -0.96073169 0.04170261 1.94797303 1998.48986816 28.86342239 2.69620967 1.07438385 1.66895223 -0.95783705 0.04455608 1.95086269 2001.45446777 29.00027084 2.71322489 1.06325114 1.66933274 -0.95449066 0.04786233 1.95368810 2004.35314941 29.14443779 2.73287439 1.05043352 1.66886771 -0.95059013 0.05172440 1.95644819 2007.18481445 29.29713631 2.75537252 1.03571832 1.66742158 -0.94600695 0.05626998 1.95914177 2009.94824219 29.45983124 2.78089714 1.01887643 1.66484106 -0.94058162 0.06165935 1.96176740 2012.64196777 29.63429260 2.80956340 0.99966371 1.66094625 -0.93411398 0.06809156 1.96432391 2015.26477051 29.82265282 2.84139824 0.97782373 1.65552163 -0.92635661 0.07581536 1.96680985 2017.81518555 30.02747154 2.87629890 0.95309222 1.64830780 -0.91700053 0.08513818 1.96922393 2020.29187012 30.25180435 2.91397953 0.92520308 1.63898993 -0.90566325 0.09644402 1.97156460 2022.69323730 30.49929047 2.95390320 0.89389729 1.62718701 -0.89186633 0.11020956 1.97383019 2025.01757813 30.77424622 2.99519801 0.85893595 1.61244214 -0.87501597 0.12703052 1.97601927 2027.26342773 31.08176231 3.03654933 0.82011759 1.59421551 -0.85437244 0.14764436 1.97813017 2029.42907715 31.42780113 3.07607055 0.77730137 1.57188213 -0.82903051 0.17295884 1.98016100 2031.51257324 31.81924820 3.11113358 0.73043555 1.54473972 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