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Existence and uniqueness for a class of double pyramidal central configurations with a concave pentagonal base
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作者 刘学飞 《Journal of Chongqing University》 CAS 2003年第1期28-30,共3页
Based on some necessary conditions for double pyramidal central configurations with a concave pentagonal base, for any given ratio of masses, the existence and uniqueness of a class of double pyramidal central configu... Based on some necessary conditions for double pyramidal central configurations with a concave pentagonal base, for any given ratio of masses, the existence and uniqueness of a class of double pyramidal central configurations with a concave pentagonal base in 7-body problems are proved and the range of the ratio between radius and half-height is obtained, within which the 7 bodies involved form a central configuration or form uniquely a central configuration. 展开更多
关键词 牛顿力学 N问题 凹五边形基础 双锥体中心结构 存在性 唯一性
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