61 research outputs found
Asymptotic Theory for Rayleigh and Rayleigh-Type Waves
Explicit asymptotic formulations are derived for Rayleigh and Rayleigh-type interfacial and edge waves. The hyperbolic–elliptic duality of surface and interfacial waves is established, along with the parabolic–elliptic duality of the dispersive edge wave on a Kirchhoff plate. The effects of anisotropy, piezoelectricity, thin elastic coatings, and mixed boundary conditions are taken into consideration. The advantages of the developed approach are illustrated by steady-state and transient problems for a moving load on an elastic half-space
Numerical analysis of relative equilibrium states and its stability of a string system with a rigid body
Plasticity and failure behavior of solids: memorial volume dedicated to the late professor Yuriy Nickolaevich Rabotnov
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