K. Iwashige et N. Yokota, NUMERICAL-SIMULATION OF TURBULENT SHEAR-FLOW USING HIGHER-ORDER TAYLOR-SERIES EXPANSION METHOD, Journal of Nuclear Science and Technology, 32(1), 1995, pp. 30-41
A higher order Taylor series expansion method is applied to highly acc
urate numerical simulation of turbulent flow. In the present study, ce
ntral difference scheme-like methods are adopted for an even expansion
order, and upwind difference scheme-like methods are adopted for an o
dd order. The latter methods provide reduced numerical errors, but als
o numerical instability, arising from the convection terms in the gove
rning equations. The numerical simulation of turbulent shear flow in a
rectangular channel (Reynolds number=1.7x10(4)) is carried out. The n
umerical velocity fields are compared with experimental results measur
ed by LDV, and it is confirmed that the higher and odd order methods c
an simulate mean velocity distributions, root-mean-square velocity flu
ctuations and Reynolds stress with good agreement.