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非圆截面弹体法向气动力估算方法研究
引用本文:刘君,李晓斌,徐春光.非圆截面弹体法向气动力估算方法研究[J].实验流体力学,2002,16(3):86-90.
作者姓名:刘君  李晓斌  徐春光
作者单位:国防科技大学航天与材料工程学院,长沙,410073
基金项目:国家自然科学基金委员会,中国工程物理研究院NSAF联合基金 ( 1 0 1 760 37)
摘    要:从位势理论出发 ,引进小扰动细长体理论中的部分思想 ,建立了任意截面弹体法向气动力的理论基础 ,推导出工程估算方法。该方法通过求解仅与截面形状有关系数 ,对已有的圆截面弹体气动力进行修正 ,很方便得到任意非圆截面弹体气动力特性。该方法预测结果与实验数据进行比较 ,具有较好精度

关 键 词:气动力  工程估算  方法研究  非圆截面弹体
文章编号:1007-3124(2002)03-0086-05
修稿时间:2001年7月7日

Method study on aerodynamic engineering approximation of missiles with non-circular shape cross sections
LIU Jun,LI Xiao bin,XU Chun guang.Method study on aerodynamic engineering approximation of missiles with non-circular shape cross sections[J].Experiments and Measur in Fluid Mechanics,2002,16(3):86-90.
Authors:LIU Jun  LI Xiao bin  XU Chun guang
Abstract:This paper, by applying velocity potential theory and small disturbance slender body theory, has established the theory base for predicting the aerodynamic normal force of bodies with arbitrary shape cross section and formed the method of engineering approximation. This method, by calculating the coefficient of cross section shape and modifying the aerodynamic normal force of bodies with circular shape cross section, can conveniently predict the aerodynamic characteristic of arbitrary shape cross section bodies. Results obtained by this method are compared with experimental data and the accuracy of this method is founded to be very good within the constraints of slender body theory.
Keywords:aerodynamic force  engineering approximation  method study  non  circular shape cross section missiles
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