Proceedings of ISP RAS


Numerical modeling of rectangular channel with shallow dumbbell dimples based Code Saturne

A. Tsynaeva (SSUACE, Samara, Russia)
M. Nikitin (SamGTU, Samara, Russia)

Abstract

Numerical study was conducted for rectangular channel with dimples. Developed model was tested for adequacy by simulating of experiment, conducted by Dr. Terekhov, which was found in good agreement. Experimental setup utilized a single spherical dimple which was set at 11 diameters from inlet. Test simulation was conducted for incompressible fluid (water) in accordance with experiment conditions: inlet velocity 0.43 m/s, Reynolds for dimple 20000 and channel length 1.34 m. A 3D computation domain was meshed for 0.8 million elements with six viscous layers totalling 3 mm thick applied to smooth walls. A turbulent flow (Re = 31627) in rectangular channel with shallow dumbbell dimples was modelled with open source Code_Saturne. An ideal gas (ρ = 1.205 kg/m3) was considered as working medium. A 3D computation domain was meshed with open source Salome Meca for 0.77 million elements ranged 0.2...1.0 mm. Six viscous layers totalling 2 mm thick were applied to smooth walls. Unsteady flow simulated with k-w SST model utilizing 2nd order discretization schemes (SOLU) for velocity. 2000 iterations were calculated so far with pseudo time step of 0.1 ms. Additionally, impact of mesh quality regarding elements size on computation results was shown. Obtained results showed a strong dependence of flow velocity from inclination of dumbbell towards flow axis. Adjacent dumbbell dimples cause partial flow laminarization. Developed model shows aerodynamic advantage up to 10 % of dumbbell dimples over spherical ones of the same depth (h = 1.2 mm) and contact patch area (S = 59.76 mm2).

Keywords

free software, numerical simulation, aerodynamics, flow, dimples

Edition

Proceedings of the Institute for System Programming, vol. 28, issue 1, 2016, pp. 185-196.

ISSN 2220-6426 (Online), ISSN 2079-8156 (Print).

DOI: 10.15514/ISPRAS-2016-28(1)-10

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