
doi: 10.1007/bf01187429
A boundary value problem for the wave equation is discussed for the half-plane without straight segments. The problem is reduced to a system of singular integral equations with the dominant part of Hadamard's type. This system is solved by Galerkin's numerical scheme.
Fracture and damage, Bulk waves in solid mechanics, boundary value problem, wave equation, system of singular integral equations, half-plane without straight segments, Galerkin's numerical scheme
Fracture and damage, Bulk waves in solid mechanics, boundary value problem, wave equation, system of singular integral equations, half-plane without straight segments, Galerkin's numerical scheme
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