Finite thickness cracked layer bonded to viscoelastic substrate subjected toantiplane shear
Author:
Publisher
Elsevier BV
Subject
Applied Mathematics,Mechanical Engineering,Mechanics of Materials,Condensed Matter Physics,General Materials Science,Modelling and Simulation
Reference11 articles.
1. The influence of layer thickness on the stress intensity factor of a crack lying in an elastic (viscoelastic) layer embedded in a different elastic (viscoelastic) medium (mode IIIanalysis
2. Steady interface crack propagation between two viscoelastic standard solids
3. Chao, C.K., Gao, B., 1997. A thin cracklayer bonded to an elastic half-space under antiplane concentrated load. Int. J. Fracture, toappear.
4. New integral equation for curve crack problem in plane elasticity with arbitrary loading condition
5. Flügge, W., 1975. Viscoelasticity. Springer-Verlag, New York.
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1. Enriched finite element method for three-dimensional viscoelastic interface crack problems;Journal of Mechanical Science and Technology;2016-02
2. The time-dependent interaction between inclusions and a cracked matrix subjected to antiplane shear;Acta Mechanica;2004-11-19
3. The mode‐III fracture analysis of an inclined crack embedded in thin layer systems by analytical alternating methods;Journal of the Chinese Institute of Engineers;2004-09
4. TIME-DEPENDENT RESPONSE OF AN INTERFACE CRACK BETWEEN DISSIMILAR VISCOELASTIC MEDIA*;Mechanics of Structures and Machines;2002-11-07
5. On the general treatment of a cracked multi-layered medium in antiplane viscoelasticity;Mechanics of Materials;2002-01
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