Energy distribution among the reflected and refracted plane elastic waves at the boundary between transversely isotropic media - 2nd Part
Main Article Content
Abstract
The energy ratios of the reflected and refracted waves
at the boundary between transversely isotropic media have been investigated.
The energy equation has been derived on two bases, namely as (a)
double of the kinetic energy, (ft) double of the potential energy. The ratios
of the derived waves to that of the incident quasilongitudinal wave have been
calculated for the particular case, where the symmetry axes of the media
coincide with the normal to the boundary surface. The influence of varying
the different elastic parameters is shown in a few diagrams
at the boundary between transversely isotropic media have been investigated.
The energy equation has been derived on two bases, namely as (a)
double of the kinetic energy, (ft) double of the potential energy. The ratios
of the derived waves to that of the incident quasilongitudinal wave have been
calculated for the particular case, where the symmetry axes of the media
coincide with the normal to the boundary surface. The influence of varying
the different elastic parameters is shown in a few diagrams
Article Details
How to Cite
AHMAD, G. (1967) “Energy distribution among the reflected and refracted plane elastic waves at the boundary between transversely isotropic media - 2nd Part”, Annals of Geophysics, 20(4), pp. 303–329. doi: 10.4401/ag-4998.
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