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Effect of Rotation and Fluid on Radial Vibrations in a Micropolar Elastic Solid Having a Fluid-Loaded Spherical Cavity

机译:旋转与流体对具有流体负载球形腔的微柱弹性固体径向振动的影响

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The main objective of this study is to investigate the angular rotation effect of the solid and density of the fluid on the radial vibrations in an unbounded micropolar elastic solid with a fluid-loaded spherical cavity. The micropolar elastic solid is homogeneous and isotropic, but the loaded fluid is homogenous, isotropic, and in viscid. Dispersion relation for radial vibrations of macro-displacements is derived and which is influenced by the loaded fluid and angular rotation of the solid, while the micro-rotational vibrations are not influenced by the loaded fluid and angular rotation. All these results are not obtained in any classical theory of elasticity. Under the MATLAB program, the numerical computations for a particular solid have been performed and have also been shown graphically to understand the effect of angular rotation of the solid and density of the loaded fluid on the behavior of phase velocity and dispersion relation.
机译:本研究的主要目的是研究流体固体和密度对具有流体负载球形腔的无界微柱弹性固体中的径向振动的角度旋转效果。 微柱弹性固体是均匀的和各向同性的,但是负载的流体是均匀的,各向同性的,并且在粘虫中。 衍生宏观位移径向振动的分散关系,其受加载流体的影响和固体的角度旋转,而微旋转振动不受负载流体和角度旋转的影响。 所有这些结果都没有在任何经典弹性理论中获得。 在MATLAB程序下,已经进行了特定固体的数值计算,并且还被图示地示出了以了解加载流体的固体和密度的角度旋转对相速度和色散关系的行为的影响。

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