Intersonic crack propagation - Part I: The fundamental solution. Huang, Y. & Gao, H. J. Appl. Mech., 68:169--175, Mar, 2001.
abstract   bibtex   
Recent experiments of Rosakis et al. have clearly shown that the crack-tip velocity can exceed the shear wave speed for a crack tip propagating between two weakly bonded, identical and isotropic solids under shear-dominated lending. This has motivated recent theoretical and numerical studies on intersonic crack propagation. We have obtained analytically the fundamental solution for mode-II intersonic crack propagation in this paper This fundamental solution can provide the general solutions for intersonic crack propagation under arbitrarily initial equilibrium fields. We have also developed a cohesive zone model to deter-mine the crack-tip energy release for an intersonic shear crack.
@article{huang2001,
	Abstract = {Recent experiments of Rosakis et al. have clearly shown
that the crack-tip velocity
can exceed the shear wave speed for a crack tip propagating between two
weakly bonded, identical and
isotropic solids under shear-dominated lending. This has motivated
recent theoretical and numerical
studies on intersonic crack propagation. We have obtained analytically
the fundamental solution for
mode-II intersonic crack propagation in this paper This fundamental
solution can provide the general
solutions for intersonic crack propagation under arbitrarily initial
equilibrium fields. We have
also developed a cohesive zone model to deter-mine the crack-tip energy
release for an intersonic
shear crack.},
	Author = {Huang, Y. and Gao, H.},
	Date-Modified = {2010-07-14 12:17:39 -0700},
	Issue = {2},
	Journal = {J. Appl. Mech.},
	Month = {Mar},
	Pages = {169--175},
	Title = {Intersonic crack propagation - Part I: The fundamental solution},
	Volume = {68},
	Year = {2001},
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