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DEPARTMENT OF GEOLOGY, UNIVERSITY OF MICHIGAN,, ANN ARBOR, MICHIGAN
Abstract
A model is considered in which Love waves propagate perpendicular to the trend of a structure that is varying in thickness as a sine function of distance. The period equation for this model is obtained and average values for phase and group velocities are found for several distance ranges. A method is proposed for finding relative amplitudes as a function of position along the structure for any specified period.
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