# # 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 coarse mesh # Grid pts: 090 # Quantity: dudy # # index y+ mu mu_sigma 1 0.0 11.9122655822 0.00781141447175 2 0.0247013826935 11.9106830134 0.00781084650835 3 0.091465709539 11.9063988438 0.0078092864891 4 0.217627032827 11.8982239101 0.00780613013182 5 0.420480559207 11.8845965673 0.00779992688752 6 0.717271338623 11.8626245383 0.00778626162279 7 1.12518298605 11.8256779001 0.0077522471068 8 1.6613264434 11.758465508 0.00766520660379 9 2.3180274063 11.6349181894 0.00746590355835 10 3.09485639226 11.4139916168 0.00706878342039 11 3.99130535507 11.0470593837 0.00638859170822 12 5.00678801705 10.4946165482 0.00547233782517 13 6.14064025247 9.74592533642 0.00450111286161 14 7.39212052187 8.82963191622 0.00423847478991 15 8.76041035709 7.80786833317 0.00391558377746 16 10.2446148965 6.75736157536 0.003689581028 17 11.8437634701 5.74826172881 0.00407428442656 18 13.5568102348 4.83022534457 0.00432043529891 19 15.3826348578 4.02890973819 0.00431831564948 20 17.3200432496 3.3501676221 0.00411682657592 21 19.3677683451 2.7870819506 0.00381738654554 22 21.5244709318 2.32630445833 0.00314735896513 23 23.7887405262 1.95235453094 0.00279433310091 24 26.1590962958 1.65019754557 0.00248661470754 25 28.6339880277 1.40670174237 0.00221507194287 26 31.2117971425 1.21098593643 0.00218207976587 27 33.890837753 1.05399055347 0.00190634071977 28 36.6693577663 0.927995498885 0.00167627560279 29 39.5455400302 0.826502488818 0.00152190441146 30 42.5175035213 0.7443305496 0.00142927398623 31 45.5833045752 0.677482950929 0.00137295113281 32 48.7409381579 0.622695686685 0.00132843476106 33 51.9883391767 0.57721412984 0.00127862444636 34 55.3233838312 0.538936570632 0.00133885967716 35 58.7438910018 0.506431966166 0.00133437491678 36 62.2476236768 0.478636881594 0.00127028091237 37 65.8322904146 0.454590141824 0.00119207397914 38 69.495546843 0.433452019612 0.00118352212585 39 73.234997192 0.414526758996 0.00120774392085 40 77.0481958608 0.397311316646 0.00112484332476 41 80.9326490173 0.381529578532 0.00112383908534 42 84.8858162287 0.366867962061 0.00109095108459 43 88.9051121234 0.352861632467 0.00105049866664 44 92.9879080816 0.339200256069 0.00102503160138 45 97.1315339546 0.325910417035 0.00102029824134 46 101.333279811 0.313044379978 0.00101148808142 47 105.590397708 0.300409727056 0.000975867592054 48 109.90010349 0.287825853334 0.000928475659559 49 114.259578611 0.275207701902 0.000804192935048 50 118.665971972 0.262365945286 0.000784400175885 51 123.116401792 0.249054664662 0.000784061893578 52 127.607957489 0.23516257359 0.0007876085722 53 132.137701587 0.22064670076 0.000770123210946 54 136.702671632 0.205361386448 0.000740952531364 55 141.299882133 0.189269479446 0.000716915711742 56 145.926326514 0.17250570272 0.000709530757006 57 150.57897908 0.155059050289 0.000719684008347 58 155.254796997 0.136755258998 0.000713425434309 59 159.950722278 0.117496094008 0.000734591353634 60 164.663683789 0.0973338162166 0.000695933550644 61 169.390599253 0.0763615855384 0.000613541764642 62 174.128377265 0.0547249524865 0.000598039770828 63 178.87391932 0.0326703042499 0.000615157324747 64 183.624121832 0.010423872329 0.000656074197506