# # The data in this file was extracted from a direct numerical simulation # of fully developed plane turbulent channel flow. # # References: # # - Statistics: Oliver et al (2013) 'Estimating Uncertainties in Statistics Computed from DNS', J. of Fluid Mech, in preparation. # - Numerical Method: Kim, Moin & Moser, 1987, J. Fluid Mech. vol 177, 133-166 # - Codebase: Lee, Malaya & Moser (2013) 'Petascale direct numerical simulation of turbulent channel flow on up to 768K cores', # Proceedings of the International Conference for High Performance Computing, Networking, Storage and Analysis (SC13) # # Date created: 2013-10-07 15:18 # ---End of Header--- # # Large Box coarsest mesh # Grid pts: 064 # Quantity: U # # index y+ mu mu_sigma 1 0.0 1.86335129569e-16 7.33207198693e-19 2 0.0247013826935 0.00163428478395 1.39439050895e-06 3 0.091465709539 0.00605043208367 5.1627005982e-06 4 0.217627032827 0.0143910426058 1.22814148351e-05 5 0.420480559207 0.0277895389278 2.37211098533e-05 6 0.717271338623 0.0473629798951 4.0436994519e-05 7 1.12518298605 0.074195873403 6.33329140203e-05 8 1.6613264434 0.109297843476 9.31418833232e-05 9 2.3180274063 0.15190394821 0.00012877574713 10 3.09485639226 0.201443152574 0.000168664970113 11 3.99130535507 0.256882718552 0.000209892431695 12 5.00678801705 0.316621658636 0.000248227850127 13 6.14064025247 0.378568751277 0.000279028541102 14 7.39212052187 0.440433984541 0.000298771444467 15 8.76041035709 0.50012065574 0.000306455299871 16 10.2446148965 0.556048083852 0.000304286048351 17 11.8437634701 0.607274838324 0.000299785634552 18 13.5568102348 0.653433762221 0.000296572738891 19 15.3826348578 0.694582529333 0.000298719787391 20 17.3200432496 0.731041770908 0.000307324489724 21 19.3677683451 0.763265061402 0.00031903734958 22 21.5244709318 0.791752927322 0.0003297129656 23 23.7887405262 0.817001181102 0.000337408205626 24 26.1590962958 0.839473774225 0.000341734331822 25 28.6339880277 0.859589371066 0.000344542881588 26 31.2117971425 0.877717670206 0.000343829982205 27 33.890837753 0.89418224486 0.000368198744246 28 36.6693577663 0.909264343514 0.000356681283881 29 39.5455400302 0.923204155487 0.000350490193257 30 42.5175035213 0.936201489432 0.000311894149992 31 45.5833045752 0.948419312435 0.000297919359006 32 48.7409381579 0.959989674076 0.000284687604206 33 51.9883391767 0.971019893488 0.00027298926757 34 55.3233838312 0.981597197814 0.000260826140784 35 58.7438910018 0.991791091541 0.000246123541788 36 62.2476236768 1.00165448822 0.000228991333523 37 65.8322904146 1.01122551233 0.000211488686122 38 69.495546843 1.02053077325 0.000195979614358 39 73.234997192 1.02958967028 0.000184358248949 40 77.0481958608 1.03841794839 0.000177930191625 41 80.9326490173 1.0470285678 0.000174221483189 42 84.8858162287 1.05543048532 0.000171443183072 43 88.9051121234 1.06362787139 0.000171164612147 44 92.9879080816 1.07162110645 0.000173586437607 45 97.1315339546 1.07940905662 0.000176445024694 46 101.333279811 1.08699057734 0.000178707497756 47 105.590397708 1.09436273422 0.000196498186592 48 109.90010349 1.10151693375 0.000180212515694 49 114.259578611 1.1084380261 0.000179645713945 50 118.665971972 1.11510782026 0.00017794181531 51 123.116401792 1.12150835138 0.000175306792119 52 127.607957489 1.1276215005 0.000189536875758 53 132.137701587 1.13342658841 0.000192172768106 54 136.702671632 1.13889872756 0.000195526467378 55 141.299882133 1.1440093439 0.00018431103878 56 145.926326514 1.14872853372 0.000191015486221 57 150.57897908 1.15302675753 0.000215951957515 58 155.254796997 1.15687413729 0.000224460326353 59 159.950722278 1.16023957233 0.000215104762897 60 164.663683789 1.16309243754 0.000225677397145 61 169.390599253 1.16540546317 0.000231871469866 62 174.128377265 1.16715584757 0.00024320546259 63 178.87391932 1.16832501985 0.000253272840426 64 183.624121832 1.1688994054 0.000261633828345