在可变形介质的外表面上施加一个板的振动问题

A. Seitmuratov, G. Yensebayeva, A. B. Khusainova, A.A. Rsayeva
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引用次数: 0

摘要

本文解决了与变形介质相互作用的非定常外载荷对平面结构元件的影响的特殊问题。研究了平面单元在法向载荷作用下的振动频率及其对其动力特性的影响,以及运动载荷对横向位移值的影响。在求解矩形平面单元与环境相互作用的振动应用问题时,出现了一类与平面单元边缘的各种边界条件相关的振动边值问题。当考虑非平稳外部影响时,主要参数主要为平面单元的自振频率,同时考虑到变形基、温度、预张力、各向异性等因素。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
THE PROBLEM OF OSCILLATIONS OF A PLATE APPLIED TO THE EXTERNAL SURFACE OF A DEFORMABLE MEDIUM
In the article solves particular problems of the impact of non-stationary external loads on plane structural elements interacting with a deformable medium.The oscillation frequencies and their influence on the dynamic behavior of a plane element under normal load are investigated, as well as the effect of a moving load on the values of transverse displacement. When solving applied problems of oscillations of rectangular plane elements interacting with the environment, a wide class of boundary value problems of oscillations associated with various boundary conditions at the edges of a plane element arises. When taking into account non-stationary external influences, the main of the main parameters is the frequency of natural oscillations of the plane element, taking into account the deformable base, temperature, pre-tension, anisotropy and other factors.
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