Singular integral relations and equations for a piecewise homogeneous transversally isotropic space with interphase defects

Using the constructed discontinuous solution for a piecewise homogeneous transversally isotropic space, we have obtained two-dimensional singular integral relations, which connect the jumps and sums of components of the stress tensor and displacement vector. These relations enable one to reduce the problems of interphase defects of arbitrary nature directly to systems of two-dimensional singular integral equations, whose kernels can be written in explicit form.