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基于影响函数控制的结构动网格生成方法

A Useful Method of Dynamic Structured Grid Generation Technology Controlled by Influence Functions
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摘要 在静态结构网格的基础上,根据流场边界的运动提出了一种新的结构网格变形技术。通过影响函数的作用,将运动边界的信息向周围的网格传递,流场中的网格节点通过影响函数获取移动变形信息,构建出新的网格。相对于弹性网格变形方法,影响函数控制方法具有更强的网格变形能力和更好的网格质量。该方法能够满足生成贴体的粘性动网格,适用于Navier-Stokes方程。耦合Navier-Stokes方程与强迫运动方程,数值模拟了NACA0012翼型做强迫俯仰振荡(AGARD-CT1)的粘性动态流场。计算结果与试验值的对比,表明了该方法的有效性。 The introduction of the full paper discusses relevant matters and then proposes what we relieve to be a useful method mentioned in the title. Sections 1 and 2 explain our method; their core consists of: "Based on static- state structured grid of the CFD, a new technology of dynamic structured grid generation is proposed. Through the influence functions, the displacement and deformer of the flow-field boundary are spread to ambient flow-field. The node of the grid can obtain the displacement through the influence functions and a new grid is built. Compared with the spring analogy, influence functions can give a better quality of the grid and is suitable to large boundary dis- placement and deformed boundary. This technology is especially suitable to generating the body fitted dynamic structured grid and to meeting the Navier Stokes equations requirement. " Coupling Navier Stokes equations with constrained oscillatory motion equation, this paper numerically simulates the unsteady flow-field of the pitching motion of the NACA0012 airfoil. The numerical simulation results, presented in Figs. 8,9 and 10, are in good agreement with the wind tunnel test results ( AGARD-CT1 ), thus verifying the usefulness of our method of the dynamic structured grid generation technology.
出处 《西北工业大学学报》 EI CAS CSCD 北大核心 2011年第6期887-891,共5页 Journal of Northwestern Polytechnical University
基金 国防基础科研项目(A2720060290)资助
关键词 结构动网格 影响函数 移动边界 变形 Navier—Stokes方程 airfoils, algorithms, analysis, computational fluid dynamics, computational geometry, control, experi-ments, functions, models, Navier Stokes equations, numerical methods, simulation, unsteady flow,vibrations (mechanical), wind tunnels deformer, dynamic structured grid, influence function, mov-ing boundary
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参考文献7

  • 1Batina J T. Unsteady Euler Airfoil Solutions Using Unstructured Dynamic Meshes. AIAA Journal, 28 (8) : 1381 - 1388.
  • 2Baum J D, Luo H, Lohner R. A New ALE Adaptive Unstructured Methodology for the Simulation of Moving Bodies. AIAA- 1994-0414.
  • 3Gaitonde A L, Fiddes S P. A Moving Mesh System for the Calculation of Unsteady Flows. AIAA-1993-0641.
  • 4Farhat C, Degand C, Koobus B, Lesoinne M. An Improved Method of Spring Analogy for Dynamic Unstructured Fluid Meshes. AIAA-1998-2070.
  • 5Tezduyar T E, Behr M, Liou J. A New Strategy for Finite Element Computations Involving Moving Boundaries and Interfaces- The Deforming-Spatial-Domain/Space-Time Procedure: I. The Concept and Preliminary Numerical Tests. Computer Methods in Applied Mechanics and Engineering, 1992, 94 : 339 - 351.
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