Soil stress state at the roadhead

IF 0.1 Q4 MULTIDISCIPLINARY SCIENCES
V. E. Kozlovskii, S. Kolmogorova, S. Kolmogorov
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引用次数: 0

Abstract

Choosing the optimum tool shape for soil cutting is an urgent task for shaftsinking and tunnelling as well as in soil treatment for agriculture. The roadhead shape at the available load determines the stress-strain state of soil and development depth in the bottomhole area. By changing the roadhead contour, the penetration efficiency can be increased, while the feed force and tool wear can be reduced.Purpose: The aim of the work is to create the roadhead calculation algorithm and determine the stress-strain state of soil near it with a minimum number of boundary conditions, no discretization of the entire region into elements and approximation between nodes.Design/methodology: Test tasks for the proposed methodology for the roadhead and the bottom-hole area. The numerical model of the boundary conditions is based on the integral formulation of the Kelvin elasticity theory problem and uses the potential method as fictitious loads and discontinuous displacements, that makes it possible to minimize the problem with regard to symmetry, obtain a more compact system of equations and give accurate solutions at any domain point.Research findings: The assessment of the stress state of the roadhead of various shape and the bottom-hole zone of soil; loss of soil strength calculated according to the Mohr–Coulomb theory.Originality/value: The proposed method for solving the boundary value problem is recommended as an express method for estimating the roadhead stress state of an arbitrary shape in infinite regions with regard to the symmetry and implementation in Excel.
路首土应力状态
选择最佳割土刀形是掘进掘进和农业土壤处理的迫切任务。有效荷载下的掘进头形状决定了井底区土体的应力-应变状态和发育深度。通过改变掘进头轮廓,可以提高掘进效率,同时减少进给力和刀具磨损。目的:在边界条件最少、整个区域不离散为单元、节点间近似的情况下,建立掘进头计算算法,确定掘进头附近土体的应力-应变状态。设计/方法:对掘进头和井底区域的拟议方法进行测试任务。边界条件的数值模型基于开尔文弹性理论问题的积分公式,并采用势法作为虚拟载荷和不连续位移,从而使问题在对称性方面最小化,得到更紧凑的方程组,并在任意域点给出精确的解。研究成果:对不同形状的掘进头和底孔区土体的应力状态进行了评价;根据莫尔-库仑理论计算的土强度损失。独创性/价值:推荐本文提出的边值问题求解方法,作为估计无限区域内任意形状的路头应力状态的一种表达方法,考虑对称性并在Excel中实现。
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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来源期刊
Tomsk State University Journal
Tomsk State University Journal MULTIDISCIPLINARY SCIENCES-
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