HOM24 Direct numerical simulation of Homogeneous shear flow. From Sarkar, S. 1995 J. Fluid Mech., 282, 163-186. Evolution of various quantities, as a function of dimensionless time, St. S: is the mean shear rate, K: is the turb. kinetic energy, epsilon: turbulent dissipation rate bij: /2K - (1/3)deltaij, is the anisotropy tensor. Relambda: microscale Reynolds number defined as Relambda = sqrt[ 10*K/(epsilon*nu) The nondimensional viscosity is nu = 1/200. St K epsilon b11 b22 b12 SK/epsilon Relambda ------------------------------------------------------------------------------------------- .0000E+00 .1706E+01 .6559E+01 -.5700E-03 -.2133E-03 -.5627E-03 .2602E+01 .2281E+02 .1000E+01 .1227E+01 .6112E+01 .3010E-01 -.3714E-01 -.1194E+00 .2008E+01 .2004E+02 .2000E+01 .1032E+01 .4098E+01 .8431E-01 -.7895E-01 -.1729E+00 .2518E+01 .2244E+02 .3000E+01 .1021E+01 .3220E+01 .1273E+00 -.1211E+00 -.1833E+00 .3172E+01 .2519E+02 .4000E+01 .1091E+01 .2898E+01 .1568E+00 -.1482E+00 -.1811E+00 .3765E+01 .2744E+02 .5000E+01 .1205E+01 .2810E+01 .1761E+00 -.1629E+00 -.1740E+00 .4287E+01 .2928E+02 .6000E+01 .1344E+01 .2877E+01 .1874E+00 -.1712E+00 -.1655E+00 .4673E+01 .3057E+02 .7000E+01 .1510E+01 .3038E+01 .2002E+00 -.1745E+00 -.1648E+00 .4970E+01 .3153E+02 .8000E+01 .1719E+01 .3266E+01 .2073E+00 -.1713E+00 -.1645E+00 .5263E+01 .3244E+02 .9000E+01 .1968E+01 .3628E+01 .2082E+00 -.1684E+00 -.1638E+00 .5425E+01 .3294E+02 .1000E+02 .2270E+01 .4086E+01 .2053E+00 -.1609E+00 -.1659E+00 .5557E+01 .3334E+02 .1100E+02 .2642E+01 .4627E+01 .2022E+00 -.1571E+00 -.1679E+00 .5711E+01 .3380E+02 .1200E+02 .3087E+01 .5325E+01 .1940E+00 -.1532E+00 -.1653E+00 .5797E+01 .3405E+02