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微分法生成贴体坐标网格技术的研究 被引量:5

Study on Grid Generation Technique for Body-Fitted Coordinate System Using Partial Differential Equations
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摘要 本文对利用双调和方程微分法生成贴体坐标网格的技术进行了探讨和尝试 ,生成了典型的H型网格 ,并对流场进行了数值模拟。结果表明 ,该方法在控制网格线间距和正交性方面具有很强的能力 ,所生成的网格质量令人满意 ,是一种有效的、高质量、具有广泛通用性的网格生成技术。 The grid generation technique for body_fitted coordinate system by means of numerical solution of biharmonic equations is studied, then the topical H_type grid and the flow field is generated and simulated numerically, respectively. Through the results of the examples, it is showed that the method presented has a great capability to control the grid space distance and its orthogonality, the quality of grids generated are satisfactory, and it is a very efficient, high quality and wide generality grid generation technique for the numerical simulation of flow fields.
机构地区 甘肃工业大学
出处 《大电机技术》 北大核心 2000年第4期36-39,共4页 Large Electric Machine and Hydraulic Turbine
关键词 贴体坐标 网格生成 转轮 水轮机 微分法 biharmonic equations body_fitted coordinate system grid generation
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参考文献6

  • 1J F Thompson….Automatic Numerical Generation of Body-Fitted Gurvlinear Coordinates System for Field Containing Any Number of Arbitrary Two-Dimensional Bodies[J].Comput.Phys.1974,(15):299-319.
  • 2M M Gupta,R P Manohar.Direct Solution of the Biharmonic Equation Using Noncoupled Approach[J].Comput.Phys.1979,(33):236-248.
  • 3J B Bell….A Segmentation Approach to Grid Generation Using Biharmonics[J].Comput.Phys.1982,(47):463-472.
  • 4P D Sparis.A Method for Generating Boundary-Orthogonal Gurvilinear Coordinate System Using the Biharmonic Equation[J].Comput.Phys.1985,(61):445-462.
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  • 6P D Thomas,J F Middlecoff.Direct Control of the Grid Point Distribution in Meshes Generated by Elliptic Equations,AIAA[J].1989,(18):652-656.

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