Stress Waves in an Infinite Medium under the Diametrical Concentrated Impact Loads on the Spherical Cavity

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概要

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• The purpose of present investigation is to analyze the stress waves propagating due to suddenly applied normal loads at the end points of diameter of a spherical cavity embedded in an infinite, linear, homogeneous, isotropic, elastic medium. The solution for Laplace transformed wave equation is give by meridional Legendre function and radial spherical Hankel function. The unknown functions included in such solutions are determined by the boundary conditions for loads represented in the form of a series of Legendre functions. Formal solution obtained by the evaluation of residue, gives a dynamic response to the arrival of stress waves.

• 一般社団法人日本機械学会の論文

著者

• Nezu Kikuo

  Department Of Mechanical Engineering Gunma University

• JlNGU Toshio

  Department of Mechanical Engineering, Gunma University

• Jlngu Toshio

  Department Of Mechanical Engineering Gunma University

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• Stress Waves in an Infinite Medium under the Diametrical Concentrated Impact Loads on the Spherical Cavity
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• The Transient Stress in an Elastic Half-space Subjected to a Semi-infinite Line Load varying as Unit Step Function on Its Surface
• Transient Stress in an Elastic Sphere under Diametrical Concentrated Impact Loads

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