Visualization of Scenarios for the Transition of Oscillations from Harmonic to Chaotic for a Micropolar Kirchhoff-Love Cylindrical Meshed Panel

Author:

Крылова Екатерина,Krylova Ekaterina,Папкова Ирина,Papkova Irina,Салтыкова Ольга1,Saltykova Olga2,Крысько Вадим1,Krysko Vadim2

Affiliation:

1. Саратовский государственный технический университет имени Гагарина Ю.А.

2. Saratovskiy gosudarstvennyy tehnicheskiy universitet imeni Gagarina Yu.A.

Abstract

On the basis of the kinematic hypotheses of the Kirchhoff-Love built a mathematical model of micropolar cylindrical meshed panels vibrations under the action of a normal distributed load. In order to take into account the size-dependent behavior, the panel material is considered as a Cosser’s pseudocontinuum with constrained particle rotation. The mesh structure is taken into account by the phenomenological continuum model of G. I. Pshenichnov. For a cylindrical panel consisting of two systems of mutually perpendicular edges, a scenario of transition of oscillations from harmonic to chaotic is constructed. It is shown that in the study of the behavior of cylindrical micropolar meshed panels it is necessary to study the nature of the oscillations of longitudinal waves.

Publisher

Bryansk State Technical University

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1. Visualization of the Process of Static Buckling of a Micropolar Meshed Cylindrical Panel;Proceedings of the 30th International Conference on Computer Graphics and Machine Vision (GraphiCon 2020). Part 2;2020-12-17

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