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The sphere packing problem into bounded containers in three-dimension non-Euclidean space

Авторы: Kazakov A.L., Lempert A.A., Ta T.

Журнал: IFAC-Papers OnLine

Том: 51

Номер: 32

Год: 2018

Отчётный год: 2018


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Аннотация: This paper deals with the problem of optimal packing a given number of equal spheres into different closed sets. We consider the problem both in three-dimensional Euclidean and non-Euclidean spaces. The special algorithm based on optical-geometric approach is suggested and implemented. This approach is previously used only for packing circles in two-dimensional space. Numerical results are presented and discussed.

Индексируется WOS: 1

Индексируется Scopus: 1

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