INFLUENCE OF THE HETEROGENEOUS OF THE MECHANICAL CHARACTERISTICS OF THE SYSTEM “LINING–SOIL MASSIF” ON THE STRESSED STATE

V. Andreev, I.M. Poliakova
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Abstract

The problem of a cylindrical hole in the soil massif at a great depth, in weak flooded soils, i.e. the array was considered as an incompressible material with a Poisson’s ratio . The calculation was carried out in order to determine the influence of the function of heterogeneity of the mechanical characteristics on the stress state of the “support-soil mass” system. The problem was considered as a one-dimensional case of a plane deformed state. In this work, we considered problems for all possible combinations of the three cases of functions of Young’s support modules and four cases of elastic moduli of the soil massif . Based on the calculation results, an analysis was carried out on the basis of which the following conclusions were made: the stress state of the lining - soil mass system is practically independent of the function of the Young’s modulus of the soil , which may be due to the rather low values that the modulus of elasticity of the soil massif assumes, in comparison with the modulus of elasticity of the lining. Functions of the modulus of support affect the stress state of the lining itself and have little effect on the stress state in the soil massif. When decreasing at the hole boundary, stresses also decrease. Based on the conclusions made, it can be said that when creating inhomogeneous lining it is possible to obtain a case of an equally stressed or equal strength state of lining [1, 8], which in turn can lead to a significant economic effect.
衬砌-土体体系力学特性的非均质性对受力状态的影响
将弱水浸土体中较大深度的圆柱孔(即阵列)问题视为具有泊松比的不可压缩材料。为了确定力学特性非均质性函数对“支护-土体”系统应力状态的影响,进行了计算。该问题被认为是平面变形状态的一维情况。在这项工作中,我们考虑了三种情况下杨氏支撑模块和四种情况下土体弹性模量的所有可能组合的问题。根据计算结果进行了分析,得出以下结论:衬砌-土体系统的应力状态实际上与土体杨氏模量的函数无关,这可能是由于土体弹性模量与衬砌弹性模量相比较低所致。支撑模量的作用只影响衬砌本身的应力状态,对土体内部的应力状态影响不大。当孔边界处减小时,应力也减小。根据所得结论,可以认为,在制造非均匀衬砌时,可以获得衬砌等应力或等强度状态的情况[1,8],从而可以产生显着的经济效果。
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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