Asymptotic research of deformations of elliptic bottom and conic shell | Zendy

B.N. Yakovlev | Zendy

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Asymptotic research of deformations of elliptic bottom and conic shell

Author(s) -

B.N. Yakovlev

Publication year - 2021

Publication title -

researches in mathematics

Language(s) - English

Resource type - Journals

eISSN - 2664-5009

pISSN - 2664-4991

DOI - 10.15421/247737

Subject(s) - conic section , homogeneous , geometry , rotation (mathematics) , shell (structure) , hull , mathematics , mathematical analysis , deformation (meteorology) , enhanced data rates for gsm evolution , physics , computer science , materials science , combinatorics , telecommunications , meteorology , composite material

In the paper, for the set of two homogeneous differential equations (in Novozhilov sense) that describes non-axial-symmetric deformation of rotation hull, which is under arbitrary edge load, we obtain by elliptic method the approximate solutions for elliptic and conic shells. We find expressions for transitions.

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