Reynolds stress


Also found in: Wikipedia.

Reynolds stress

[′ren·əlz ‚stres]
(fluid mechanics)
The net transfer of momentum across a surface in a turbulent fluid because of fluctuations in fluid velocity. Also known as eddy stress.
References in periodicals archive ?
* Reynolds stresses are either all modeled and solved using the six-equation Reynolds stress models, or an analogy using the Boussinesq hypothesis is made to relate the RANS unknowns to a new term called turbulent viscosity.
To correctly predict the structure of such flows, it is necessary to use RSM models (Reynolds Stress Modeling) or alternative EARSMs (Explicit Algebraic Reynolds Stress Modeling) that take into account the influence on the main flow of all components of the Reynolds stress tensor with the help of nonlinear relationships and thus can increase the accuracy of turbulent calculations, anisotropic flows [19].
All the numerical accuracy from the coarse grid is reasonably decreased for the comparative ISAS, DES, and SAS models, though not always the best such as the minimum back flow velocity and Reynolds stress, most of the ISAS outputs are still closer to the measurements.
The second term in the bracket indicates stress disorder called Reynolds stress tensor and proves that it is always positive.
By introducing a small 'fraction' of the Reynolds-stress tensor defined via the linear Boussinesq relationship into the momentum equation, and by adequately modifying the explicit treatment of the Reynolds stress divergence, the model becomes highly applicable for computational setups utilizing coarse and awkward meshes as well as poor initial flow fields; it furthermore enables stable use of higher-order numerical schemes.
It is well known that the RANS (Reynolds Averaged Navier-Stokes) type turbulence models, such as two-equation model or Reynolds stress model, are the most popular tool used for practical engineering applications [8-10].
Meanwhile, the second order Reynolds stress model RSM-[omega] was used extensively because of its formulation based on [omega], which permits precise near wall treatment like in SST k-[omega] [7].
del modelo de contorno discretizacion Prototipo V1-63-0,3-6-G1 RNG k-[epsilon]/ Fluido Agua liquida 1 Orden (1), Funciones de Entrada Velocidad 2 Orden (2) pared estandar Presion Reynolds stress Salida Presion model/Funciones Intensidad turbulenta/ depared Diametro hidraulico reequilibradas reflexion en paredes.
The supply device is simulated with the Realizable R k-[epsilon] model (R k-[epsilon]) and the Reynolds stress model (RSM) in order to provide the inlet profile for the confluent jets (see Ghahremanian and Moshfegh 2014).
In the first section of this study, the effect of different turbulence models such as k-[epsilon] models (standard, RNG, and realizable), k-[omega] models (SST, standard), and Reynolds stress model (RSM) on horizontal velocity and kinetic energy square root has been investigated.
Such flows are studied by the Reynolds stress turbulence models (RSTM), which are based on the transport equations for all components of the Reynolds stress tensor and the turbulence dissipation rate.
Several researchers have attempted to develop more general eddy viscosity or Reynolds stress transport closures for viscoelastic fluids.