1. 差分格子ボルツマン法によるBVIの数値解析
- Author
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Yang, Choongmo, Tamura, Akinori, Tsutahara, Michihisa, Kataoka, Takeshi, and Aoyama, Takashi
- Subjects
2次元モデル ,noise reduction ,空力騒音 ,翼渦干渉 ,オイラー運動方程式 ,BVI騒音 ,finite element method ,BVI noise ,騒音低減 ,計算機シミュレーション ,圧力分布 ,圧縮性流体 ,heliport ,two dimensional model ,Euler equation of motion ,blade-vortex interaction ,pressure distribution ,有限要素法 ,Physics::Fluid Dynamics ,compressible fluid ,aerodynamic noise ,ヘリポート ,computerized simulation - Abstract
Parallel blade-vortex interactions have been calculated using the finite difference lattice Boltzmann method of the compressible Euler model. The perturbed discrete Boltzmann equation based on a prescribed vortex method has been proposed in order to prevent a vortex from diffusing by numerical dissipation. The discretization of the governing equation is based on a second order accurate explicit Runge-Kutta time integration and a fifth order accurate upwind scheme which includes additional terms to capture shock waves clearly. Transonic flow around an airfoil without vortexes has been simulated to validate the perturbed discrete Boltzmann equation system. A surface pressure distribution and pressure contour lines around the airfoil have been compared with other numerical data, and good agreements have been obtained. As a simple model of parallel blade-vortex interaction, two-dimensional blade-vortex interaction has been calculated using the proposed numerical method. An instantaneous pressure coefficient, a time history of a lift coefficient and patterns of acoustic waves have been compared with other numerical results, and agreed with them very well. Mechanism of noise generation has been also captured from numerical results. Three-dimensional calculations of parallel blade-vortex interaction have been performed using the present numerical procedure. Time variations of surface pressure distributions have been compared with Euler calculation and experimental data, and good agreements have been obtained., 資料番号: AA0063742007, レポート番号: JAXA-SP-07-016
- Published
- 2008