% Finite-difference simulation Chan180_FD2a % % Papers: % A.W. Vreman and J.G.M. Kuerten, Comparison of DNS databases of turbulent % channel flow at Re_tau=180, Phys. Fluids 26, 015102 (2014). % A.W. Vreman and J.G.M. Kuerten, Statistics of spatial derivatives of % velocity and pressure in turbulent channel flow. % % Parameters: H=1; nu=1/180; forcing=1 % Domain: 4pi x 2 x 4pi/3 % Resolution: 512 x 256 x 256 % Averaging time: 200 % Computed u_tau: 0.99999 % % Creation date of the columns in this datafile: 9 March 2014 % % Description of columns: % % Column 1: y+ (=180*yc; yc is the (cell-central) y-location of u1, u3 and p) % % Profiles of the RMS (standard deviation) of: % % Column 2: u1 (streamwise velocity) % Column 4: u3 (spanwise velocity) % Column 5: p (pressure) % Column 6: du1/dx1 % Column 8: du1/dx3 % Column 10: du2/dx2 % Column 12: du3/dx1 % Column 14: du3/dx3 % Column 15: dp/dx1 % Column 17: dp/dx3 % Column 24: d2u1/dx1dx1 (second-order derivative of streamwise velocity) % Column 25: d2u1/dx2dx2 % Column 26: d2u1/dx3dx3 % Column 36: d2u3/dx1dx1 (second-order derivative of spanwise velocity) % Column 37: d2u3/dx2dx2 % Column 38: d2u3/dx3dx3 % Column 42: d2p/dx1dx1 (second-order derivative of pressure) % Column 43: d2p/dx2dx2 % Column 44: d2p/dx3dx3 % Column 48: Laplacian(u1) % Column 50: Laplacian(u3) % Column 51: Laplacian(p) 0.24149517883905E+00 0.88813020111085E-01 0.00000000000000E+00 0.46563208293155E-01 0.15384504840154E+01 0.22160121189238E+00 0.00000000000000E+00 0.11272049479732E+01 0.00000000000000E+00 0.72632467434157E+00 0.00000000000000E+00 0.20861209856785E+00 0.00000000000000E+00 0.75028242775983E+00 0.89186157905825E+01 0.00000000000000E+00 0.12920476540539E+02 0.10000000000000E-09 0.10000000000000E-09 0.10000000000000E-09 0.10000000000000E-09 0.10000000000000E-09 0.10000000000000E-09 0.23387269357047E+01 0.14953855314497E+04 0.26938401010595E+02 0.10000000000000E-09 0.10000000000000E-09 0.10000000000000E-09 0.00000000000000E+00 0.00000000000000E+00 0.00000000000000E+00 0.10000000000000E-09 0.10000000000000E-09 0.10000000000000E-09 0.22159591217430E+01 0.20793071329333E+04 0.21071691210821E+02 0.10000000000000E-09 0.10000000000000E-09 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