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一种流体-结构耦合计算问题的网格数据交换方法 被引量:29

A Suitable Method for Transferring Information Between CFD and CSD Grids
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摘要 气动 /结构耦合数值模拟是研究非线性气动弹性的基础。数据交换和插值是非线性气动弹性仿真问题的关键。目前的插值方法不能满足非线性气动弹性问题。本文提出了一种有限元四节点 ( FEFN)插值方法。该方法是一种局部插值方法 ,并不依赖于结构模型带来的整体信息。以圆柱体为具体算例 ,插值结果与有限平板插值方法 ( IPS)进行了算例对比 ,表明 FEFN方法更能代表计算物体的表面 ,且计算简单、计算量小、误差小 ,是一种适合计算流体力学 ( CFD) /计算结构动力学( CSD)耦合仿真的界面数据交换工具。 Coupling CFD/CSD is foundation of analyzing nonlinear aeroelasticity. It is very important to choose a coupling CFD/CSD interfacing algorithm that is of high precision, smooth, strongly robust, easy to use and highly efficient. This paper presents and illustrates a new interpolation method for transferring displacement and force data between fluid and structural meshes in a fluid structure interaction simulation. The method is a local interpolation method, and does not rely on whole information from the structural model. Sections 1 and 2 contain: (1) establishment of new FEFN (finite element four node) interpolation scheme(section 1); (2) analysis of effectiveness of FEFN interpolation scheme for transferring information between CFD and CSD grids(section 2); (3) evaluation of the exchange of displacement and force data between fluid and structural meshes for two numerical examples: a cylinder and a wing (section 2); (4) comparison with the infinite plate spline (IPS) method(section 2). Results show that FEFN method gives a more realistic representation of the recovered surface as compared with IPS method. Therefore it is ideal for coupling CFD and CSD.
出处 《西北工业大学学报》 EI CAS CSCD 北大核心 2003年第5期532-535,共4页 Journal of Northwestern Polytechnical University
基金 国家自然科学基金 (10 2 72 0 90 )资助
关键词 流固耦合 非线性气动弹性 耦合CFD/CSD界面算法 fluid structure interaction, nonlinear aeroelasticity, coupling CFD/CSD, interfacing algorithm
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参考文献4

  • 1Harder R L, Desmarais R N. Interpolation Using Surface Splines. AIAA Journal, 1972, 9(2): 189~191.
  • 2Appa K. Finite Surface Splines. Journal of Aircraft, 1989, 26(5): 495~496.
  • 3Duchon J. Splines Minimizing Rotation-Invariant Semi-Norms in Sobolev Spaces. In: Schempp W, Zeller K Constructive Theory of Functions of Several Variables. Springer Oberwolfach Germany, 1977, 85~100.
  • 4Smith M J, Hodges D H. Evaluation of Computational Algorithms Suitable for Fluid-Structure Interactions. Journal of Aircraft, 2000, 37(2).

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