Modeling > Modeling Turbulence > Using Spalart-Allmaras Turbulence > Formulation > Function for Hybrid Upwind Scheme
Function for Hybrid Upwind Scheme
Recognizing the superiority of an upwind scheme for RANS computations and the benefits of central differencing for LES, Travin et al.[30] proposed the following blending coefficient for DES:
|
(188) |
|
(189) |
|
(190) |
|
(191) |
|
(192) |
|
(193) |
with
|
(194) |
|
(195) |
and the vorticity tensor
and strain rate tensor
defined according to Eqns. [172] and [177] respectively.
The local convective scale,
is defined as:
|
(196) |
and the coefficient
has a default value of 1.
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