NUMERICAL INVESTIGATION ON THE PROPAGATION OF ELASTIC WAVES IN A BOREHOLE
Wang Xiu-min
Abstract
Wang Xiu-min
Abstract
In this paper, the numerical analysis of elastic waves propagatingalong a fluid-filled borehole excited by a point acoustic source is inves-tigated. It is shown that the propagating traces of compressional and shearwaves proposed in the dynamic model are in agreement with the onesobtained in the geometrical acoustic theory. It is also shown that theshear waves are affected by the compressional and Pseudo-Rayleigh waves.The amplitudes of Stoneley waves are not affected by the pincipal frequencyof transmission from the source. Compressional waves, shear waves andPseudo-Rayleigh waves of multiple modes are affected by the source principal frequency, and indicate that they have characteristic propagatingfrequencies. No direct fluid wave exists.
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In this paper, the numerical analysis of elastic waves propagatingalong a fluid-filled borehole excited by a point acoustic source is inves-tigated. It is shown that the propagating traces of compressional and shearwaves proposed in the dynamic model are in agreement with the onesobtained in the geometrical acoustic theory. It is also shown that theshear waves are affected by the compressional and Pseudo-Rayleigh waves.The amplitudes of Stoneley waves are not affected by the pincipal frequencyof transmission from the source. Compressional waves, shear waves andPseudo-Rayleigh waves of multiple modes are affected by the source principal frequency, and indicate that they have characteristic propagatingfrequencies. No direct fluid wave exists.
Key concepts: Longitudinal wave, Rayleigh wave, Love wave, Shear waves, Mechanical wave, Lamb waves, Acoustics, Acoustic wave