Orifices Stress Concentration Study by Static and Dynamic Combination Loads

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Abstract:

By the use of the experimental system of Impact Rockburst, which was designed by State Key Laboratory for GeoMechanics and Deep Underground Engineering, the stress concentration for orifices in a cubic gypsum specimen subjected to static and dynamic combination loads was studied. The different triaxial precompression was loaded on gypsum specimen, then the dynamic cyclic loading is exerted in the direction of σ1, while the constant stress is exerted in σ2 and σ3. For the stress strain curve, the data of force and displacement were collected by the servo control system in real time. By the strain gauge near the orifices, the strain was recorded by the dynamic strain collecting device, that result in the orifices stress was obtained. In addition, the phenomenon of inner wall of the orifices was real-time photographed. Based on elastic theory and dynamic stress concentration theory, we calculated the stress near the orifices, which keep pace with the results of test.

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117-121

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November 2013

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© 2014 Trans Tech Publications Ltd. All Rights Reserved

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[1] He Manchao, Qian Qihu, et al. The Basis of Deep Rock Mechanics [M]. Beijing: Science Press, (2010).

Google Scholar

[2] LI Xibing, ZHOU Zilong, YE Zhouyuan, et al. Study of rock mechanical characteristics under coupled static and dynamic loads [J]. Chinese Journal of Rock Mechanics and Engineering. 2008, 27(7): 1387-1395.

Google Scholar

[3] ZUO Yujun, YANG Juying. Review of research on failure process of rock under static-dynamic loading [J]. Journal of Dalian University, 2007, 28(6): 52-57.

Google Scholar

[4] Savin GN ed, Lu DH trans. Stress Concentrations on the Contour of Cavities [M]. Beijing: Science Press, (1958).

Google Scholar

[5] Muskhelishvili NI ed, Zhao HY Trans. Some Basic Problems in Mathematical Elasticity [M]. Beijing: Science Press, (1958).

Google Scholar

[6] Chao-Chow Mow, Yih-Hsing Pao. The diffraction of elastic waves and dynamic stress concentrations [M]. New York: Crane, Russak & Company Inc, (1973).

Google Scholar

[7] Liu Diankui, Gai Bingzheng, Tao Guiyuan. On dynamic stress concentration in the neighbourhood of a cavity [J]. Earthquake Engineering and Engineering Vibration, 1980, 1: 97-110.

Google Scholar

[8] Xu Zhilun. A Concise Course in Elasticity (Third edition) [M]. Beijing: Higher Education Press, (2002).

Google Scholar