% Spectral simulation Chan180_S3_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 385 x 192 % Averaging time: 200 % Computed u_tau: 0.99998 % % Creation date of the columns in this datafile: 24 August 2014 % % Data format: 192 rows, 301 columns % % Means of many products % % Notation: u'_{1,2} = du'_1 / dx_2 % u'_{1,23} = du'_1 / (dx_2 dx_3) % p'_{,1} = dp' / dx_1 % p'_{,12} = dp' / (dx_1 dx_2) % % Summation convention over repeated index k % % Description of columns: % % Column 1: y+ (=180*y) % Column 2: < u'_1 u'_1 > % Column 3: < u'_2 u'_2 > % Column 4: < u'_3 u'_3 > % Column 5: < u'_1 u'_2 > % Column 6: < u'_1 u'_3 > % Column 7: < u'_2 u'_3 > % Column 8: < u'_1 p' > % Column 9: < u'_2 p' > % Column 10: < u'_3 p' > % Column 11: < u'_{1,1} p' > % Column 12: < u'_{1,2} p' > % Column 13: < u'_{1,3} p' > % Column 14: < u'_{2,1} p' > % Column 15: < u'_{2,2} p' > % Column 16: < u'_{2,3} p' > % Column 17: < u'_{3,1} p' > % Column 18: < u'_{3,2} p' > % Column 19: < u'_{3,3} p' > % Column 20: 0 % Column 21: < u'_1 p'_{,1} > % Column 22: < u'_1 p'_{,2} > % Column 23: < u'_1 p'_{,3} > % Column 24: < u'_2 p'_{,1} > % Column 25: < u'_2 p'_{,2} > % Column 26: < u'_2 p'_{,3} > % Column 27: < u'_3 p'_{,1} > % Column 28: < u'_3 p'_{,2} > % Column 29: < u'_3 p'_{,3} > % Column 30: 0 % Column 31: < u'_{1,1} p'_{,1} > % Column 32: < u'_{1,2} p'_{,2} > % Column 33: < u'_{1,3} p'_{,3} > % Column 34: < u'_{2,1} p'_{,1} > % Column 35: < u'_{2,2} p'_{,2} > % Column 36: < u'_{2,3} p'_{,3} > % Column 37: < u'_{3,1} p'_{,1} > % Column 38: < u'_{3,2} p'_{,2} > % Column 39: < u'_{3,3} p'_{,3} > % Column 40: 0 % Column 41: < u'_{1,1} p'_{,11} > % Column 42: < u'_{1,2} p'_{,12} > % Column 43: < u'_{1,3} p'_{,13} > % Column 44: < u'_{2,1} p'_{,21} > % Column 45: < u'_{2,2} p'_{,22} > % Column 46: < u'_{2,3} p'_{,23} > % Column 47: < u'_{3,1} p'_{,31} > % Column 48: < u'_{3,2} p'_{,32} > % Column 49: < u'_{3,3} p'_{,33} > % Column 50: 0 % Column 51: < u'_1 u'_1 u'_2 > % Column 52: < u'_1 u'_2 u'_2 > % Column 53: < u'_1 u'_3 u'_2 > % Column 54: < u'_2 u'_1 u'_2 > % Column 55: < u'_2 u'_2 u'_2 > % Column 56: < u'_2 u'_3 u'_2 > % Column 57: < u'_3 u'_1 u'_2 > % Column 58: < u'_3 u'_2 u'_2 > % Column 59: < u'_3 u'_3 u'_2 > % Column 60: 0 % Column 61: < u'_{1,1} u'_2 > % Column 62: < u'_{1,2} u'_2 > % Column 63: < u'_{1,3} u'_2 > % Column 64: < u'_{2,1} u'_2 > % Column 65: < u'_{2,2} u'_2 > % Column 66: < u'_{2,3} u'_2 > % Column 67: < u'_{3,1} u'_2 > % Column 68: < u'_{3,2} u'_2 > % Column 69: < u'_{3,3} u'_2 > % Column 70: 0 % Column 71: < u'_{1,1} u'_{1,1} u'_2 > % Column 72: < u'_{1,2} u'_{1,2} u'_2 > % Column 73: < u'_{1,3} u'_{1,3} u'_2 > % Column 74: < u'_{2,1} u'_{2,1} u'_2 > % Column 75: < u'_{2,2} u'_{2,2} u'_2 > % Column 76: < u'_{2,3} u'_{2,3} u'_2 > % Column 77: < u'_{3,1} u'_{3,1} u'_2 > % Column 78: < u'_{3,2} u'_{3,2} u'_2 > % Column 79: < u'_{3,3} u'_{3,3} u'_2 > % Column 80: 0 % Column 81: < u'_{1,1} u'_{1,1} u'_2 > % Column 82: < u'_{1,2} u'_{2,1} u'_2 > % Column 83: < u'_{1,3} u'_{3,1} u'_2 > % Column 84: < u'_{2,1} u'_{1,2} u'_2 > % Column 85: < u'_{2,2} u'_{2,2} u'_2 > % Column 86: < u'_{2,3} u'_{3,2} u'_2 > % Column 87: < u'_{3,1} u'_{1,3} u'_2 > % Column 88: < u'_{3,2} u'_{2,3} u'_2 > % Column 89: < u'_{3,3} u'_{3,3} u'_2 > % Column 90: 0 % Column 91: < u'_{1,1k} u'_{1,1k} > % Column 92: < u'_{1,2k} u'_{1,2k} > % Column 93: < u'_{1,3k} u'_{1,3k} > % Column 94: < u'_{2,1k} u'_{2,1k} > % Column 95: < u'_{2,2k} u'_{2,2k} > % Column 96: < u'_{2,3k} u'_{2,3k} > % Column 97: < u'_{3,3k} u'_{3,1k} > % Column 98: < u'_{3,3k} u'_{3,2k} > % Column 99: < u'_{3,3k} u'_{3,3k} > % Column 100: 0 % Column 101: < u'_{1,1k} u'_{1,1k} > % Column 102: < u'_{1,2k} u'_{2,1k} > % Column 103: < u'_{1,3k} u'_{3,1k} > % Column 104: < u'_{2,1k} u'_{1,2k} > % Column 105: < u'_{2,2k} u'_{2,2k} > % Column 106: < u'_{2,3k} u'_{3,2k} > % Column 107: < u'_{3,3k} u'_{1,3k} > % Column 108: < u'_{3,3k} u'_{2,3k} > % Column 109: < u'_{3,3k} u'_{3,3k} > % Column 110: 0 % Column 111: < u'_{1,1} u'_{1,1kk} > % Column 112: < u'_{1,2} u'_{1,2kk} > % Column 113: < u'_{1,3} u'_{1,3kk} > % Column 114: < u'_{2,1} u'_{2,1kk} > % Column 115: < u'_{2,2} u'_{2,2kk} > % Column 116: < u'_{2,3} u'_{2,3kk} > % Column 117: < u'_{3,1} u'_{3,1kk} > % Column 118: < u'_{3,2} u'_{3,2kk} > % Column 119: < u'_{3,3} u'_{3,3kk} > % Column 120: 0 % Column 121: < u'_{1,1} u'_{1,1kk} > % Column 122: < u'_{2,1} u'_{1,2kk} > % Column 123: < u'_{3,1} u'_{1,3kk} > % Column 124: < u'_{1,2} u'_{2,1kk} > % Column 125: < u'_{2,2} u'_{2,2kk} > % Column 126: < u'_{3,2} u'_{2,3kk} > % Column 127: < u'_{1,3} u'_{3,1kk} > % Column 128: < u'_{2,3} u'_{3,2kk} > % Column 129: < u'_{3,3} u'_{3,3kk} > % Column 130: 0 % Column 131: < -u'_{1,1} u'_k u'_{1,1k} > % Column 132: < -u'_{1,2} u'_k u'_{1,2k} > % Column 133: < -u'_{1,3} u'_k u'_{1,3k} > % Column 134: < -u'_{2,1} u'_k u'_{2,1k} > % Column 135: < -u'_{2,2} u'_k u'_{2,2k} > % Column 136: < -u'_{2,3} u'_k u'_{2,3k} > % Column 137: < -u'_{3,1} u'_k u'_{3,1k} > % Column 138: < -u'_{3,2} u'_k u'_{3,2k} > % Column 139: < -u'_{3,3} u'_k u'_{3,3k} > % Column 140: 0 % Column 141: < -u'_{1,1} u'_k u'_{1,1k} > % Column 142: < -u'_{2,1} u'_k u'_{1,2k} > % Column 143: < -u'_{3,1} u'_k u'_{1,3k} > % Column 144: < -u'_{1,2} u'_k u'_{2,1k} > % Column 145: < -u'_{2,2} u'_k u'_{2,2k} > % Column 146: < -u'_{3,2} u'_k u'_{2,3k} > % Column 147: < -u'_{1,3} u'_k u'_{3,1k} > % Column 148: < -u'_{2,3} u'_k u'_{3,2k} > % Column 149: < -u'_{3,3} u'_k u'_{3,3k} > % Column 150: 0 % Column 151: < u'_{1,11} p'_{,1} > % Column 152: < u'_{1,12} p'_{,2} > % Column 153: < u'_{1,13} p'_{,3} > % Column 154: < u'_{2,21} p'_{,1} > % Column 155: < u'_{2,22} p'_{,2} > % Column 156: < u'_{2,23} p'_{,3} > % Column 157: < u'_{3,31} p'_{,1} > % Column 158: < u'_{3,32} p'_{,2} > % Column 159: < u'_{3,33} p'_{,3} > % Column 160: 0 % Column 161: < u'_{1,1} u'_{1,1} u'_{1,1} > % Column 162: < u'_{1,1} u'_{2,1} u'_{1,2} > % Column 163: < u'_{1,1} u'_{3,1} u'_{1,3} > % Column 164: < u'_{1,2} u'_{1,2} u'_{1,1} > % Column 165: < u'_{1,2} u'_{2,2} u'_{1,2} > % Column 166: < u'_{1,2} u'_{3,2} u'_{1,3} > % Column 167: < u'_{1,3} u'_{1,3} u'_{1,1} > % Column 168: < u'_{1,3} u'_{2,3} u'_{1,2} > % Column 169: < u'_{1,3} u'_{3,3} u'_{1,3} > % Column 170: < u'_{2,1} u'_{1,1} u'_{2,1} > % Column 171: < u'_{2,1} u'_{2,1} u'_{2,2} > % Column 172: < u'_{2,1} u'_{3,1} u'_{2,3} > % Column 173: < u'_{2,2} u'_{1,2} u'_{2,1} > % Column 174: < u'_{2,2} u'_{2,2} u'_{2,2} > % Column 175: < u'_{2,2} u'_{3,2} u'_{2,3} > % Column 176: < u'_{2,3} u'_{1,3} u'_{2,1} > % Column 177: < u'_{2,3} u'_{2,3} u'_{2,2} > % Column 178: < u'_{2,3} u'_{3,3} u'_{2,3} > % Column 179: < u'_{3,1} u'_{1,1} u'_{3,1} > % Column 180: < u'_{3,1} u'_{2,1} u'_{3,2} > % Column 181: < u'_{3,1} u'_{3,1} u'_{3,3} > % Column 182: < u'_{3,2} u'_{1,2} u'_{3,1} > % Column 183: < u'_{3,2} u'_{2,2} u'_{3,2} > % Column 184: < u'_{3,2} u'_{3,2} u'_{3,3} > % Column 185: < u'_{3,3} u'_{1,3} u'_{3,1} > % Column 186: < u'_{3,3} u'_{2,3} u'_{3,2} > % Column 187: < u'_{3,3} u'_{3,3} u'_{3,3} > % Column 188: 0 % Column 189: 0 % Column 190: 0 % Column 191: < u'_{1,1} u'_{1,1} u'_{1,1} > % Column 192: < u'_{1,1} u'_{2,1} u'_{1,2} > % Column 193: < u'_{1,1} u'_{3,1} u'_{1,3} > % Column 194: < u'_{2,1} u'_{1,2} u'_{1,1} > % Column 195: < u'_{2,1} u'_{2,2} u'_{1,2} > % Column 196: < u'_{2,1} u'_{3,2} u'_{1,3} > % Column 197: < u'_{3,1} u'_{1,3} u'_{1,1} > % Column 198: < u'_{3,1} u'_{2,3} u'_{1,2} > % Column 199: < u'_{3,1} u'_{3,3} u'_{1,3} > % Column 200: < u'_{1,2} u'_{1,1} u'_{2,1} > % Column 201: < u'_{1,2} u'_{2,1} u'_{2,2} > % Column 202: < u'_{1,2} u'_{3,1} u'_{2,3} > % Column 203: < u'_{2,2} u'_{1,2} u'_{2,1} > % Column 204: < u'_{2,2} u'_{2,2} u'_{2,2} > % Column 205: < u'_{2,2} u'_{3,2} u'_{2,3} > % Column 206: < u'_{3,2} u'_{1,3} u'_{2,1} > % Column 207: < u'_{3,2} u'_{2,3} u'_{2,2} > % Column 208: < u'_{3,2} u'_{3,3} u'_{2,3} > % Column 209: < u'_{1,3} u'_{1,1} u'_{3,1} > % Column 210: < u'_{1,3} u'_{2,1} u'_{3,2} > % Column 211: < u'_{1,3} u'_{3,1} u'_{3,3} > % Column 212: < u'_{2,3} u'_{1,2} u'_{3,1} > % Column 213: < u'_{2,3} u'_{2,2} u'_{3,2} > % Column 214: < u'_{2,3} u'_{3,2} u'_{3,3} > % Column 215: < u'_{3,3} u'_{1,3} u'_{3,1} > % Column 216: < u'_{3,3} u'_{2,3} u'_{3,2} > % Column 217: < u'_{3,3} u'_{3,3} u'_{3,3} > % Column 218: 0 % Column 219: 0 % Column 220: 0 % Column 221: < u'_{1,1} u'_{1,1} > % Column 222: < u'_{1,1} u'_{1,2} > % Column 223: < u'_{1,1} u'_{1,3} > % Column 224: < u'_{1,1} u'_{2,1} > % Column 225: < u'_{1,1} u'_{2,2} > % Column 226: < u'_{1,1} u'_{2,3} > % Column 227: < u'_{1,1} u'_{3,1} > % Column 228: < u'_{1,1} u'_{3,2} > % Column 229: < u'_{1,1} u'_{3,3} > % Column 230: < u'_{1,2} u'_{1,1} > % Column 231: < u'_{1,2} u'_{1,2} > % Column 232: < u'_{1,2} u'_{1,3} > % Column 233: < u'_{1,2} u'_{2,1} > % Column 234: < u'_{1,2} u'_{2,2} > % Column 235: < u'_{1,2} u'_{2,3} > % Column 236: < u'_{1,2} u'_{3,1} > % Column 237: < u'_{1,2} u'_{3,2} > % Column 238: < u'_{1,2} u'_{3,3} > % Column 239: < u'_{1,3} u'_{1,1} > % Column 240: < u'_{1,3} u'_{1,2} > % Column 241: < u'_{1,3} u'_{1,3} > % Column 242: < u'_{1,3} u'_{2,1} > % Column 243: < u'_{1,3} u'_{2,2} > % Column 244: < u'_{1,3} u'_{2,3} > % Column 245: < u'_{1,3} u'_{3,1} > % Column 246: < u'_{1,3} u'_{3,2} > % Column 247: < u'_{1,3} u'_{3,3} > % Column 248: < u'_{2,1} u'_{1,1} > % Column 249: < u'_{2,1} u'_{1,2} > % Column 250: < u'_{2,1} u'_{1,3} > % Column 251: < u'_{2,1} u'_{2,1} > % Column 252: < u'_{2,1} u'_{2,2} > % Column 253: < u'_{2,1} u'_{2,3} > % Column 254: < u'_{2,1} u'_{3,1} > % Column 255: < u'_{2,1} u'_{3,2} > % Column 256: < u'_{2,1} u'_{3,3} > % Column 257: < u'_{2,2} u'_{1,1} > % Column 258: < u'_{2,2} u'_{1,2} > % Column 259: < u'_{2,2} u'_{1,3} > % Column 260: < u'_{2,2} u'_{2,1} > % Column 261: < u'_{2,2} u'_{2,2} > % Column 262: < u'_{2,2} u'_{2,3} > % Column 263: < u'_{2,2} u'_{3,1} > % Column 264: < u'_{2,2} u'_{3,2} > % Column 265: < u'_{2,2} u'_{3,3} > % Column 266: < u'_{2,3} u'_{1,1} > % Column 267: < u'_{2,3} u'_{1,2} > % Column 268: < u'_{2,3} u'_{1,3} > % Column 269: < u'_{2,3} u'_{2,1} > % Column 270: < u'_{2,3} u'_{2,2} > % Column 271: < u'_{2,3} u'_{2,3} > % Column 272: < u'_{2,3} u'_{3,1} > % Column 273: < u'_{2,3} u'_{3,2} > % Column 274: < u'_{2,3} u'_{3,3} > % Column 275: < u'_{3,1} u'_{1,1} > % Column 276: < u'_{3,1} u'_{1,2} > % Column 277: < u'_{3,1} u'_{1,3} > % Column 278: < u'_{3,1} u'_{2,1} > % Column 279: < u'_{3,1} u'_{2,2} > % Column 280: < u'_{3,1} u'_{2,3} > % Column 281: < u'_{3,1} u'_{3,1} > % Column 282: < u'_{3,1} u'_{3,2} > % Column 283: < u'_{3,1} u'_{3,3} > % Column 284: < u'_{3,2} u'_{1,1} > % Column 285: < u'_{3,2} u'_{1,2} > % Column 286: < u'_{3,2} u'_{1,3} > % Column 287: < u'_{3,2} u'_{2,1} > % Column 288: < u'_{3,2} u'_{2,2} > % Column 289: < u'_{3,2} u'_{2,3} > % Column 290: < u'_{3,2} u'_{3,1} > % Column 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