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All Outputs (4)

Asymptotic models for surface waves in coated elastic solids (2021)
Thesis
Mubaraki, A. M. A. (2021). Asymptotic models for surface waves in coated elastic solids. (Thesis). Keele University

This thesis deals with surface wave propagation in elastic solids. It develops further the methodology of asymptotic hyperbolic-elliptic models for the surface elastic waves, aiming at two main areas, namely, accounting for the effects of a thin coat... Read More about Asymptotic models for surface waves in coated elastic solids.

High-contrast problems in linear elasticity for a coated half-space (2019)
Thesis
Sultanova, L. (2019). High-contrast problems in linear elasticity for a coated half-space. (Thesis). Keele University. Retrieved from https://keele-repository.worktribe.com/output/413899

The thesis is concerned with asymptotic analysis of static as well as dynamic problems for a solid coated by a thin isotropic elastic layer with a high contrast in their material parameters. First, the static anti-plane shear deformation problem is c... Read More about High-contrast problems in linear elasticity for a coated half-space.

Development of parabolic-elliptic formulations for bending edge waves on thin elastic plates (2019)
Thesis
Althobaiti, S. (2019). Development of parabolic-elliptic formulations for bending edge waves on thin elastic plates. (Thesis). Keele University. Retrieved from https://keele-repository.worktribe.com/output/413323

The project is concerned with the analysis of bending edge waves propagating in thin elastic orthotropic plates, and aims at the derivation of explicit formulations for bending edge waves, generalising recent results for isotropic plates. The derived... Read More about Development of parabolic-elliptic formulations for bending edge waves on thin elastic plates.