MECHANICAL AND MATHEMATICAL MODELS OF ONE TYPE OF BLOCK ELEMENTS FOR PROBLEMS OF UNDERGROUND GEOMECHANICS

Michael A. ZHURAVKOV, Mikhail A. NIKOLAITCHIK, Shiqi ZHANG
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Abstract

The article presents a procedure for constructing mechanical and mathematical models to describe the stress-strain state of one type of block element, taking into account its own deformation. On the basis of this type of block element, it seems promising to build an implementation of the discrete element method for modeling the mechanical state of rock masses in areas of a clear violation of the continuity hypothesis. The introduced block element can be used both for issues under static loading and in the case of dynamic problems.
地下地质力学问题中一类块体单元的力学和数学模型
本文介绍了在考虑块体自身变形的情况下,建立描述一类块体的应力-应变状态的力学和数学模型的方法。在这种块体单元的基础上,似乎有希望建立一种离散单元方法的实现,用于在明显违反连续性假设的区域模拟岩体的力学状态。引入的块元素既可以用于静态加载问题,也可以用于动态问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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