Tongming Zhou

Similarity of energy structure functions in decaying homogeneous isotropic turbulence

An equilibrium similarity analysis is applied to the transport equation for

Numerical simulation of vortex-induced vibration of a square cylinder at a low Reynolds number

\langle(\delta q)^{2}\rangle

Reynolds number dependence of second-order velocity structure functions

(

Three-dimensional transition of vortex shedding flow around a circular cylinder at right and oblique attacks

{\equiv}\,\langle(\delta u)^{2}\rangle + \langle(\delta v)^{2}\rangle + \langle(\delta w)^{2}\rangle

Wavelet analysis of the turbulent wake generated by an inclined circular cylinder

), the turbulent energy structure function, for decaying homogeneous isotropic turbulence. A possible solution requires that the mean energy

Approximations for turbulent energy and temperature variance dissipation rates in grid turbulence

\langle q^{2}\rangle

Streamwise inhomogeneity of decaying grid turbulence

decays with a power-law behaviour (

Second- and third-order longitudinal velocity structure functions in a fully developed turbulent channel flow

\langle q^{2}\rangle\,{\sim}\,x^{m}

The vortex shedding around four circular cylinders in an in-line square configuration

), and the characteristic length scale, which is readily identifiable with the Taylor microscale, varies as

Second-order temperature and velocity structure functions: Reynolds number dependence

x^{1/2}