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Unique Continuation Property with Partial Information for Two-Dimensional Anisotropic Elasticity Systems elasticity systems with partial information. More precisely, given a homogeneous elasticity system in a
Second-Order Accurate Finite-Difference Scheme for Solving the Problem of Elastic Wave Diffraction by the Anisotropic Gradient Layer of elastic wave diffraction by an anisotropic layer with continuously varying elastic parameters
On the Existence of Solutions to Spatial Nonlinear Boundary Value Problems for Arbitrary Elastic Inhomogeneous Anisotropic Body system of nonlinear partial differential equations of the second order. The goal of this paper
Mathematical methods in some diffraction problems for domains with defects problems in the case of an anisotropic elastic medium are considered too. Analogues of the Lopatinskii
Mathematical methods in some diffraction problems for domains with defects problems in the case of an anisotropic elastic medium are considered too. Analogues of the Lopatinskii
Analytical and numerical solution for stress fields in plane shear problem of anisotropic elasticityAnalytical and numerical solution for stress fields in plane shear problem of anisotropic
Function theoretical approach to anisotropic plane elasticityThe representation of general solutions of Lame system of plane elasticity is given with the help
Three-spin-polarons and their elastic interaction in cuprates via the phonon field. It was found that this interaction is highly anisotropic and can explain
To the theory of anisotropic plane elasticityThe Lame system of general anisotropic plane elasticity is considered. A representation of a
Decay of free induction in polyvinylchloride in the high elastic state with different molecular weights in the high elastic state. It was found that the form of ID differs from
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