Abstract
ABSTRACT This theoretical work addressed an issue of the reflection and transmission of plane wave incident in a layered triclinic solids. Generalization of Snell’s law is applied and suitable boundary conditions are imposed to obtain the closed-form expressions for reflection and transmission coefficients. The reflection and transmission coefficients are computed numerically by Cramer’s method. Numerical results found to be strongly influenced by the initial stress, angle of incidence on the modulus of reflection and transmission coefficients. The slowness surfaces of qP, qSV, and qSH waves are also estimated in initially stressed triclinic medium.
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