% Spectral simulation Chan180_S2_B3 % % Papers: % % 1. 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). % 2. A.W. Vreman and J.G.M. Kuerten, Statistics of spatial derivatives of % velocity and pressure in turbulent channel flow, Phys. Fluids 26, % 085103 (2014). % 3. A.W. Vreman and J.G.M. Kuerten, A third-order multistep time % discretization for a Cheyshev tau spectral method. % % The simulations "*_B3" were performed with a modified spectral method: % - The time discretization scheme was replaced by the third-order time % discretization scheme B3, defined in Ref. 3 mentioned above. % - The right-hand side of the pressure Poisson equation was -u_{i,k}u_{k,i} % (instead of minus the divergence of the rotational form of the % convective terms). Thus the Laplacian of the pressure is zero to % machine precision at the walls, which leads to improved behaviour of % higher-order moments of pressure derivatives in the first few grid % points of the wall. The pressure Poisson equation was used for % post-processing only. % % Parameters: H=1; nu=1/180; forcing=1 % Domain: 4pi x 2 x 2pi/3 % Resolution: 384 x 193 x 192 % Averaging time: 200 % Computed u_tau: 0.99997 % % Creation date of the columns in this datafile: 31 August 2014 % % Data format: 96 rows, 11 columns % % Budget of < vor_i' vor_i' > (2 times turbulent enstrophy), summation over i,k % % Description of columns: % % Column 1: y+ (=180*y) % Column 2: M1_vor % Column 3: M2_vor % M1_vor + M2_vor = 2 + 2 % Column 4: M3_vor -2 % Column 5: G_vor -2 % Column 6: 0 % Column 7: -2*nu*B_vor -2*nu* % Column 8: Tt_vor -_{,k} % Column 9: 0 % Column 10: Tv_vor nu*_{,kk} % Column 11: total (M1+M2+M3+G-2*nu*B+Tt+Tv)_vor 0.24095176279195E-01 0.41960039072201E+03 -0.93772148285188E+00 -0.28108605219664E-01 0.45436379260821E+03 0.00000000000000E+00 -0.10806666355430E+06 0.15113888046592E+03 0.00000000000000E+00 0.10704149415985E+06 -0.10321607406950E+01 0.96374254253397E-01 0.16939167899339E+04 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