Scattering of SH-Waves and Dynamic Stress Intensity Factor by an Interacting Mode III Crack and a Lining Structure in Half Space

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Abstract:

Scattering of SH wave by an elastic half space with a lining structure and a crack in any position and direction is studied with Green’s function, complex function and multi-polar coordinate method. First, a suitable Green’s function is constructed, which is a fundamental solution to the displacement field for the elastic space possessing circular lining structure while bearing out-of-plane harmonic line source load at arbitrary point. Then a crack in any position and direction is constructed by means of crack-division in half space. Finally the displacement field and stress field are established in the case of coexistence of circular lining structure and crack, and the expression of dynamic stress intensity factor (DSIF) at the tip of crack is given. According to numerical examples, the influences of different parameters on DSIF are discussed.

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Periodical:

Key Engineering Materials (Volumes 385-387)

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273-276

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Online since:

July 2008

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© 2008 Trans Tech Publications Ltd. All Rights Reserved

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[1] Qi Hui, Wang Yan, Liu Diankui. Dynamic analysis of shallow- embedded lining structure by incident SH-wave [J]. Earthquake engineering and engineering vibration. 2003, 23(3): 41-46.

Google Scholar

[2] Li Hongliang, Liu Diankui. Interaction of SH-wave by cracks with a circular inclusion. Journal of Harbin Engineering University. 2004, 25(5): 618-622.

Google Scholar

[3] Liu Diankui, Lin Hong. Scattering of SH-waves by an Interface Linear Crack and a Circular Cavity near Bimaterial Interface. ACTA Mechanica Sinica. 2004, 20(3): 317-326.

DOI: 10.1007/bf02486724

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[4] Zailin Yang, Diankui Liu, Xiaotang Lv. Dynamics of a mode III crack impacted by elastic wave in half space with a removable rigid cylindrical inclusion [J]. 5th International Conference on Fracture and Damage Mechanics 2006, pp.679-682.

Google Scholar