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OpenFOAM과 어댑티드 격자를 이용한 난류 경계층의 직접 수치 모사

Direct Numerical Simulations of Turbulent Boundary Layer using OpenFOAM and Adapted Mesh

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초록

Direct numerical simulations of a spatially developing turbulent boundary layer on a flat plate have been performed to verify the applicability of OpenFOAM and adapted mesh with prism layers to turbulent numerical simulation with high fidelity as well as provide a guideline on numerical schemes and parameters of OpenFOAM. Reynolds number based on a momentum thickness at inlet and a free-stream velocity was Reθ=300. Time dependent inflow fields with near-wall turbulent structures were generated by a method of Lund et al. (1998), which was to extract instantaneous velocity fields from an auxiliary simulation with rescaled and recycled velocities at inlet. To ascertain the statistical characteristics of turbulent boundary layer, the mean profiles of streamwise velocity and turbulent intensities obtained from structured and adapted meshes were compared with the previous data

Abstract

Direct numerical simulations of a spatially developing turbulent boundary layer on a flat plate have been performed to verify the applicability of OpenFOAM and adapted mesh with prism layers to turbulent numerical simulation with high fidelity as well as provide a guideline on numerical schemes and parameters of OpenFOAM. Reynolds number based on a momentum thickness at inlet and a free-stream velocity was Reθ=300. Time dependent inflow fields with near-wall turbulent structures were generated by a method of Lund et al. (1998), which was to extract instantaneous velocity fields from an auxiliary simulation with rescaled and recycled velocities at inlet. To ascertain the statistical characteristics of turbulent boundary layer, the mean profiles of streamwise velocity and turbulent intensities obtained from structured and adapted meshes were compared with the previous data

참고문헌 (11)

  1. Ekaterinaris J. A., "High-Order Accurate, Low Numerical Diffusion Methods for Aerodynamics", Progress in Aerospace Sciences, 41, pp.192~300 (2005)
  2. Freitas, P. G. F. E., "Numerical Simulation of Compressible Flow over a Deep Cavity", Master, pp.2014
  3. Haren, S. W., "Testing DNS Capability of OpenFOAM and STAR-CCM+", Master, pp.2011
  4. Kim, J., "Relationship between Wall Pressure Fluctuations and Streamwise Vortices in a Turbulent Boundary Layer", Physics of Fluids, 14(2), pp.898~901 (2002)
  5. Kim, K., "Effects of Unsteady Blowing through a Spanwise Slot on a Turbulent Boundary Layer", Journal of Fluid Mechanics, 557, pp.423~450 (2006)
  6. Lee, J. -H., "Response of a Spatially Developing Turbulent Boundary Layer to a Spanwise Oscillating Electromagnetic Force", Journal of Turbulence, 6(39), pp.1~15 (2005)
  7. 이성욱, "A numerical study on manoeuvrability of wind turbine installation vessel using OpenFOAM", International Journal of Naval Architecture and Ocean Engineering, 7(3), pp.466~477 (2015), 대한조선학회
  8. 이상봉, "선체 저항에 대한 수치 해석의 통계적 신뢰도 분석", 대한조선학회 논문집, 51(4), pp.321~327 (2014), 대한조선학회
  9. Lund, T. S., "Generation ofTurbulent Inflow Data for Spatially-Developing Boundary Layer Simulations", Journal of Computational Physics, 140, pp.233~258 (1998)
  10. 박상훈, "CFD 저항 해석을 이용한 컨테이너선 최적 트림추정법에 대한 연구", 대한조선학회 논문집, 51(5), pp.429~434 (2014), 대한조선학회
  11. Spalart, P. R., "Direct Numerical Simulation of a Turbulent Boundary Layer up to Reθ=1410", Journal of Fluid Mechanics, 187, pp.61~98 (1988)

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