2016
DOI: 10.1016/j.amc.2015.03.136
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Partially-averaged Navier–Stokes simulations of two bluff body flows

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Cited by 20 publications
(13 citation statements)
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“…When the GTS model was placed above the ground at G ¼ 1:1H, flow state II was observed when PANS -CDS was used; while PANS -ASB showed a pair of symmetrical vortices in both the lateral and vertical midplanes at this gap height, and thus fails to accurately predict the asymmetrical flow topology observed behind the GTS. Very low values of the dynamic parameter -f k are observed for both these cases, resulting in insufficient turbulence modelling as the unresolved kinetic energy is very low (Krajnovi c et al (2016)). In such cases, the influence of the numerical scheme plays a larger role (see Pereira et al (2018b)), and CDS accurately predicts the flow asymmetry in the vertical midplane.…”
Section: Discussionmentioning
confidence: 99%
“…When the GTS model was placed above the ground at G ¼ 1:1H, flow state II was observed when PANS -CDS was used; while PANS -ASB showed a pair of symmetrical vortices in both the lateral and vertical midplanes at this gap height, and thus fails to accurately predict the asymmetrical flow topology observed behind the GTS. Very low values of the dynamic parameter -f k are observed for both these cases, resulting in insufficient turbulence modelling as the unresolved kinetic energy is very low (Krajnovi c et al (2016)). In such cases, the influence of the numerical scheme plays a larger role (see Pereira et al (2018b)), and CDS accurately predicts the flow asymmetry in the vertical midplane.…”
Section: Discussionmentioning
confidence: 99%
“…The diffusive terms containing viscous and sub-grid terms are approximated by a central differencing interpolation of second-order accuracy. According to the previous study on the influence of the numerical scheme in PANS (Krajnović et al, 2016), and the usage in the prediction of flow past Ahmed bodies in a squareback configuration (Mirzaei et al, 2015), a second-order AVL SMART Relaxed scheme (AVL, 2014; Pržulj and Basara, 2001) was used for convective terms in PANS simulations. However, as the choice of numerical requirements plays an important role in the simulations (Pereira et al, 2015(Pereira et al, , 2017Krajnović et al, 2018), to evaluate the numerical errors of the simulations, a medium grid PANS simulation was performed using the same scheme in LES for the convective terms -central differencing scheme (CDS) as compared to AVL SMART Relaxed scheme (Appendix A).…”
Section: Partially-averaged Navier-stokesmentioning
confidence: 99%
“…This allows for flexibility in the method as RANS modelling can provide sufficient levels of Reynolds stresses when the grid is not adequate to resolve the turbulence. PANS has previously been used for several different bluff body flows, such as flows around cubes (Krajnović et al, 2012a(Krajnović et al, , 2016, cylinders (Lakshmipathy and Girimaji, 2010;Jeong and Girimaji, 2010;Luo et al, 2014;Pereira et al, 2018) and simplified vehicles (Mirzaei et al, 2015;Han et al, 2013;Rao et al, 2018;Krajnović et al, 2012b). Most of these studies show that flow predictions of PANS are in good agreement with the experimental data, and often better than LES, when the mesh is relatively coarse.…”
Section: Introductionmentioning
confidence: 99%
“…The PANS model has been used for simulating complex flows encountered in engineering applications such as the turbulent flows past a square and circular cylinder [42, 149], the flow around a rudimentary landing gear [44], the flows over periodic hills both at the Reynolds number R e = 10595 and R e = 37000 [146], the flow around a simplified vehicle model [150, 151] as well bluff body flows [152]. These applications often emphasize the ability of the approach to simulate big unsteady eddying motions.…”
Section: Popular Hybrid Rans/les Methodsmentioning
confidence: 99%