% Filename : LM_Couette_R0220_100PI_RSTE_k_prof.dat % % Description : Terms in Reynolds stress transport equation for turbulent kinetic energy, k = 0.5*(u'u' + v'v' + w'w') % % Total number of data points : 96 % % % % % The data in this file was extracted from a direct numerical simulation % of fully developed plane turbulent Couette flow. The file is available at % http://turbulence.ices.utexas.edu, where it will be updated as necessary. % % When publishing results using this data, the following paper should be % cited as the source: % % Myoungkyu Lee and Robert D. Moser, % Extreme-scale motions in turbulent plane Couette flows, % 2018, Journal of Fluid Mechanics, vol. 842, pp. 128-145 % % The paper can be found at http://doi.org/10.1017/jfm.2018.131 % % NOTE: before publication, please check % http://turbulence.ices.utexas.edu for any updates to the data and an % updated citation % % % Contact to Robert D. Moser(rmoser@ices.utexas.edu) or M.K. Lee(mnlee@sandia.gov) for questions. % % % The parameters defining the simulation from which this data were extracted are: % % Grid (streamwise) nx = 6144 % Grid (wall-normal) ny = 192 % Grid (spanwise) nz = 768 % Streamwise domain size Lx = 100pi % Spanwise domain size Lz = 5pi % B-Spline order n = 7 % Kinematic Viscosity nu = 2.50000e-04 % channel half width delta = 1.000 % Velocity at wall U_mean = (+/-) 1.000 % Friction vel u_tau = 5.48697e-02 % Re_tau Re_tau = 219.479 % % % All data are normalized by u_tau and nu (signified with a ^+) except % for y/delta % % This file was last updated on 3/7/2018. % % % % Remark: (Half of sum of i=j=1, i=j=2 and i=j=3) % % y/delta : Grid point in wall-normal direction, Normalized by channel half width % y^+ : Grid point in wall-normal direction % Production : - dU_j/dU_k + - dU_i/dx_k % Turbulent Transport : - d/dx_k % Viscous Transport : nu d^2 / dx_k dx_k % Pressure Strain : % Pressure Transport : - ( d/dx_j + d/dx_i ) % Viscous Dissipation : 2 nu % Balance : Production + Turb_Trans + Visc_Trans + Press_Strain + Press_Trans - Vis_Diss % % * Estimated standard deviations of datasets in this file are in the file: LM_Couette_R0220_100PI_RSTE_k_stdev.dat % % ** Data at y/delta = 1.0 is not computed due to code performance optimization % % *** Analytic values of Pressure_Strain are zero everywhere. These are reported here only for completeness of data with other quantities. % % -----------End of header--------- % % y/delta y^+ Production Turbulent_Transport Viscous_Transport Pressure_Strain Pressure_Transport Viscous_Dissipation Balance %-------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------- 0.000000000000000e+00 0.000000000000000e+00 0.000000000000000e+00 -2.891550140136327e-12 2.761286968861397e-01 0.000000000000000e+00 -4.406758922272407e-12 2.761278364859713e-01 8.603928701167440e-07 2.059765673623204e-05 4.520751555384802e-03 1.013527372161262e-10 2.037404728177964e-10 2.757817556451603e-01 0.000000000000000e+00 1.167735091147703e-04 2.758969552024729e-01 1.574256895342518e-06 1.029823439926414e-04 2.260245414047382e-02 1.269111910249244e-08 2.525815996814614e-08 2.744068384073161e-01 0.000000000000000e+00 5.795089324496684e-04 2.749818827311945e-01 4.502557850338818e-06 2.883256182004690e-04 6.328139669617082e-02 2.797029648215082e-07 5.550993694931130e-07 2.713750765919690e-01 0.000000000000000e+00 1.595535386286725e-03 2.729676566388273e-01 3.790141762716193e-06 6.177693459122890e-04 1.355873518607302e-01 2.771403193380154e-06 5.474319227288962e-06 2.662229130439410e-01 0.000000000000000e+00 3.318171861613942e-03 2.695512721636408e-01 -1.941535665184180e-06 1.132413839837088e-03 2.485409720794912e-01 1.725799344470820e-05 3.386909490000215e-05 2.587683671662194e-01 0.000000000000000e+00 5.805321219371310e-03 2.646285026427544e-01 -3.687168819044295e-06 1.873306006858533e-03 4.111511883446703e-01 7.928574997776495e-05 1.543060762144447e-04 2.491136001965607e-01 0.000000000000000e+00 8.980101866291973e-03 2.583285193378658e-01 -1.225448820862951e-06 2.881427511453483e-03 6.324126123151812e-01 2.937190091363588e-04 5.652365191854568e-04 2.375017346903962e-01 0.000000000000000e+00 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