Dynamic Stress Concentration of a Circular Cavity Subjected by Steady Plane SH Waves in an Elastic Quarter with a Semi-Circular Canyon

Hui Qi; Li Ming Cai; Xiang Nan Pan; Chun Gao

doi:10.4028/www.scientific.net/AMM.644-650.1581

Paper Titles

Chaotic Ants Swarm Optimize Least Square Support Vector Machine
p.1564

A Green Function of Vertical Interfacial Point Source SH Wave Scattering by a Circular Lining in an Elastic Quarter Space
p.1569

Research of Feature Extraction Based on Improved LBP
p.1573

Study of User Interest Model Based on News Recommendation
p.1577

Dynamic Stress Concentration of a Circular Cavity Subjected by Steady Plane SH Waves in an Elastic Quarter with a Semi-Circular Canyon
p.1581

New Variational Iteration Procedure for some Parabolic Equations with Fourth-Order Derivatives
p.1585

Research on Relative Reducts of Rough Set Model in Consistent and Inconsistent Decision Tables
p.1590

A Novel Approach Based on Rough Conditional Entropy for Attribute Reduction
p.1607

A Statistics-Based Data Placement Strategy for Hybrid Storage
p.1620

HomeApplied Mechanics and MaterialsApplied Mechanics and Materials Vols. 644-650Dynamic Stress Concentration of a Circular Cavity...

Dynamic Stress Concentration of a Circular Cavity Subjected by Steady Plane SH Waves in an Elastic Quarter with a Semi-Circular Canyon

Abstract:

Steady state responses of a circular cavity and a semi-circular canyon subjected by plane SH wave in an elastic quarter are presented by using Fourier-Hankel wave function expansion method and image method with Fourier series expansion on the boundary conditions to determine linear algebraic equations of unknown wave function coefficients. Especially, displacement and stress component expressions are formulated for incident, reflected, scattering waves, respectively. This method can provide an analytical ideas and methods for further studies of elastodynamic interface problems.