Распространение плоских волн в упругой полуплоскости, усиленной по своей границе накладкой бесконечной длины

К. Л. Агаян
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引用次数: 1

Abstract

The dynamic contact problem of the propagation of plane elastic waves incident from infinity onto the boundary of an elastic half-plane reinforced by an infinite plate of small thickness is studied. Questions related to the dynamic mutual influence of an elastic half-plane with an stringer attached to its boundary are studied. As a physical model for the stringer, a one-dimensional elastic continuum model is taken. The solution of the problem is constructed by direct application of the Fourier transform. Analytical expressions are obtained that represent the distribution of wave components in all parts of the half-plane.
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平面在弹性半平面上的传播,在其边界上增加了无限长度的填充物
研究了从无穷远处入射的平面弹性波在小厚度无限大板加固的弹性半平面边界上传播的动力接触问题。研究了边界有弦的弹性半平面的动力相互影响问题。采用一维弹性连续介质模型作为弦杆的物理模型。该问题的解是通过直接应用傅里叶变换构造的。得到了波分量在半平面各部分分布的解析表达式。
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Иной подход к задаче контактного взаимодействия штампа с упругой полуплоскостью при наличии трения между ними Сверхзвуковой флаттер удлиненной панели со свободным краем, первоначально нагруженной по двум направлениям:сжатой по потоку газа и растянутой в перпендикулярном направлении Regulation by Localization of Wave Energy Along theThickness of a Piezoelectric Waveguide: Problem of Optimal Control of a Three-Component Electroelastic Wave Localised Vibrations of Homogeneous String with Finite Number of Periodically Located Scatterers Контактная задача для плоскости с периодической системой трещина-включение с учетом сил трения под включением
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