On projectiles of minimum wave drag

On projectiles of minimum wave drag
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关于最小波阻抛射体

DOI:
10.1090/qam/20394
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发表时间:
1947
影响因子:
0.8
通讯作者:
W. Sears
W. Sears
中科院分区:
数学4区
文献类型:
--
作者:
W. Sears

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1.导论.在对称超音速流中细长旋成体的波阻是由von Karmdn,1通过奇点沿着射弹轴线的分布近似计算的。单个奇点的特征在于形式为r)={(x-e,-)2-a2 r2}-1 '2的势,其中x、r是圆柱坐标,x从射弹的头部下游测量,r从轴线径向测量,e,-是对应于奇点的x的值,a是未扰动流的马赫角的余切,使得a= V(U/ay-1,
1. Introduction. The wave resistance of slender bodies of revolution in symmetrical supersonic flow was calculated approximately by von Karmdn, 1 by means of a distribution of singularities along the axis of the projectile. The individual singularity is characterized by a potential of the form r)={(x—£,-) 2—a2r2}-1'2, where x, r are cylindrical coordinates, x being measured downstream from the nose of the projectile and r radially from the axis,£,• is the value of x corresponding to the singularity, a is the cotangent of the Mach angle of the undisturbed flow, so that a= V (U/ay-1,