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- W608869787 abstract "The purpose of this paper is to investigat the semi-infinite elastic medium subjected to a horizontal harmonic point in it's interior. It may be called dynamic Mindlin problem (II). As the method to analyze the problem is similar to the previous paper, here the processes to obtain the solution are not described in detail. In order to examine the resulting solution, the disscusions based on next two view points are done. One is that the solution coincides with dynamic Cerruti solution when a point force moves from the interior position of the medium to the origin on the free surface of it. The other in that the solution coincides with static Mindlin solution in the limit when the circular frequency ω approaches zero. The solution is influenced considerably by the factors which are the position of a point force and the angle of the rotation around z axis. To investigate the properties of the solution, results obtained from calculating it are shown in Fig.1-1〜Fig.2-2. The characteristics which are common to this dynamic Mindlin problem (II) and dynamic Cerruti problem are discussed. It becomes clear in the same manner as the solution of a vertical point force in the semi-intinite elastic medium fundamental solution agrees approximately with the complete solution." @default.
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- W608869787 title "BASIC ANALYSIS ON PROBLEMS OF A THREE DIMENSIONAL HOMOGENEOUS, ISOTROPIC, ElASTIC MEDIUM, AND THE APPLICATIONS, PART [III]" @default.
- W608869787 doi "https://doi.org/10.3130/aijsaxx.298.0_43" @default.
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