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Mechanical model for failure modes of rock and soil under compression 被引量:2
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作者 汤连生 桑海涛 +2 位作者 宋晶 罗珍贵 孙银磊 《Transactions of Nonferrous Metals Society of China》 SCIE EI CAS CSCD 2016年第10期2711-2723,共13页
The failure modes of rock and soil under compression are complex phenomena that have not been explained in a mechanical perspective. However, large amounts of studies indicate that the failure modes of rock and soil s... The failure modes of rock and soil under compression are complex phenomena that have not been explained in a mechanical perspective. However, large amounts of studies indicate that the failure modes of rock and soil samples can be categorized into eight types. In this work, the inner tensile stress and the dissipation and conversion of energy of rock and soil under compression are analyzed, then the effective conversion coefficient of energy is deduced, thus the tensile failure criterion of rock and soil under compression is established. Combined with the shear strength criterion of Mohr–Coulomb, a tensile joint shear strength criterion for rock and soil under compression is built. Therefore, a mechanical criterion model concerning the failure modes of rock and soil under compression is established and verified by tests. This model easily explains the test results in the existing literature and many natural phenomena, such as collapse. 展开更多
关键词 failure mode inner tensile stress tensile failure effective conversion coefficient of energy mechanical criteria
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STRESS RATE INTEGRAL EQUATIONS OF ELASTOPLASTICITY
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作者 陈海波 王有成 吕品 《Acta Mechanica Sinica》 SCIE EI CAS CSCD 1996年第1期55-64,共10页
The stress rate integral equations of elastoplasticity are deduced based on Ref. [1] by consistent methods. The point at which the stresses and/or displacements are calculated can be in the body or on the boundary, an... The stress rate integral equations of elastoplasticity are deduced based on Ref. [1] by consistent methods. The point at which the stresses and/or displacements are calculated can be in the body or on the boundary, and in the plastic region or elastic one. The existence of the principal value integral in the plastic region is demonstrated strictly, and the theoretical basis is presented for the paticular solution method by unit initial stress fields. In the present method, programming is easy and general, and the numerical results are excellent. 展开更多
关键词 the stress rate of inner point or boundary one integral equations boundary element techniques the particular solution method by unit initial stress fields
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