2015
DOI: 10.1590/0001-3765201520140510
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Mathematical and Numerical Modeling of Turbulent Flows

Abstract: The present work is devoted to the development and implementation of a computational framework to perform numerical simulations of low Mach number turbulent flows over complex geometries. The algorithm under consideration is based on a classical predictor-corrector time integration scheme that employs a projection method for the momentum equations. The domain decomposition strategy is adopted for distributed computing, displaying very satisfactory levels of speed-up and efficiency. The Immersed Boundary Method… Show more

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Cited by 10 publications
(5 citation statements)
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“…The interpolation function projects the physical field from the Cartesian grid to the IB points, whereas the distribution function maps the physical field from the IB points back to the Cartesian grid. The original interpolation and distribution interaction function between the immersed boundary and the fluid for the multidirect forcing method can be found in [30,34].…”
Section: A Directional Version Of the Multi-direct Forcing Methodsmentioning
confidence: 99%
“…The interpolation function projects the physical field from the Cartesian grid to the IB points, whereas the distribution function maps the physical field from the IB points back to the Cartesian grid. The original interpolation and distribution interaction function between the immersed boundary and the fluid for the multidirect forcing method can be found in [30,34].…”
Section: A Directional Version Of the Multi-direct Forcing Methodsmentioning
confidence: 99%
“…where n 1 is the normal distance from the viscous wall units and A 1 is a constant, usually taken as 25 (Vedovoto et al, 2015). In OpenFOAM LES, the filtering between the larger turbulence scales that have to be directly resolved by N-S equations and the smaller scales modelled by SGS model were achieved using equations ( 3) and (4), in which D is the filter width and defined as the cube root of cell volume.…”
Section: Methodsmentioning
confidence: 99%
“…. 25 Figura -Pressão média no escoamento interno ao rotor de uma turbina industrial (VEDOVOTO et al, 2015) Figura -Definição dos volumes e pontos de velocidade ativos e inativos. Pontos ativos de pressão ; pontos inativos de pressão , pontos ativos de velocidade Ì e pontos inativos de velocidade j (BERTHELSEN;FALTINSEN, 2007).…”
Section: Lista De Ilustraçõesunclassified
“…Além disso, esse método pode conter considerável perda de qualidade caso a geometria envolvida seja fortemente irregular (VERZICCO et al, 2000). Outra possível solução, já bastante conhecida academicamente Figura 2 -Pressão média no escoamento interno ao rotor de uma turbina industrial (VEDOVOTO et al, 2015).…”
Section: Introductionunclassified
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