This paper describes a generalized wall function for three-dimensional turbulent boundary layer flows. Since the formulation is valid for various pressure gradients including those associated with zero skin friction, it can be applied to wall bounded complex flows with acceleration, deceleration and recirculation. This generalized wall function is extended to the whole surface layer (or inner layer), covering the viscous sublayer, buffer layer and inertial sublayer; therefore, it is a unified wall function. This `unified' feature is particularly useful for computational fluid dynamics (CFD) to deal with flows with complex geometries, because it allows a flexible grid resolution near the wall to provide accurate wall boundary conditions. This paper also describes a systematic procedure for implementing the wall function in a general CFD code. Finally, a few examples of complex turbulent flows are presented to show the performance of the generalized wall function. This article is a modified version of the o...
[1]
William W. Liou,et al.
Modeling of Turbulent Swirling Flows
,
1997
.
[2]
D. Spalding.
A Single Formula for the “Law of the Wall”
,
1961
.
[3]
Nan-Suey Liu,et al.
Turbulent Surface Flow and Wall Function
,
1999
.
[4]
B. Stratford.
An experimental flow with zero skin friction throughout its region of pressure rise
,
1959,
Journal of Fluid Mechanics.
[5]
D. N. Anderson.
Emissions of oxides of nitrogen from an experimental premixed-hydrogen burner
,
1976
.
[6]
Nan-Suey Liu,et al.
A study of hydrogen/air combustor using NCC
,
2001
.