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多段翼型无网格算法及其布点技术
引用本文:江兴贤,陈红全.多段翼型无网格算法及其布点技术[J].南京理工大学学报(自然科学版),2005,29(1):22-25.
作者姓名:江兴贤  陈红全
作者单位:上海汽车工业集团,汽车工程研究院,上海,200437;南京航空航天大学,航空宇航学院,江苏,南京,210016;南京航空航天大学,航空宇航学院,江苏,南京,210016
基金项目:国家自然科学基金(10372043),航空科学基金
摘    要:用显式无网格算法实现了多段翼型的数值模拟。与传统的网格算法不同,求解区域用“点云”离散代替通常的网格划分。基于当地点云离散结构,用二次极小曲面逼近计算空间导数。在研究该算法的基础上,给出了Euler方程无网格离散形式,运用Runge-Kutta显式时间推进格式推进求解。此外,还描述了一种区域离散布点方法,研究了点云生成的选点准则,并成功地数值模拟了复杂多段翼型的绕流。

关 键 词:无网格算法  Euler方程  点云  多段翼型
文章编号:1005-9830(2005)01-0022-04
修稿时间:2003年6月4日

Gridless Methods for Multi-element Airfoils and Its Technology of Distrubuting Points
JIANG Xing-xian,CHEN Hong-quan.Gridless Methods for Multi-element Airfoils and Its Technology of Distrubuting Points[J].Journal of Nanjing University of Science and Technology(Nature Science),2005,29(1):22-25.
Authors:JIANG Xing-xian  CHEN Hong-quan
Institution:JIANG Xing-xian 1,2,CHEN Hong-quan2
Abstract:The numerical simulations of the multi-element airfoils are realized by an explicit gridless method. Only clouds of points instead of grids are distributed over the computational domain and the spatial derivatives of the Euler equations are estimated using a least-square curve fit on local clouds of points. The paper gives discrete form for Euler equations on base of gridless method, and five steps of Runge-Kutta are adopted for time-marching . In addition, the paper describes a convenient technique of distributing points and selecting points to constitute clouds of points. The numerical results have been obtained for the flows over complex multi-element airfoils using the method presented.
Keywords:gridless methods  Euler equations  clouds of points  multi-element airfoils
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