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ENERGY APPROACH TOWARDS STRESS-DILATANCY FORMULATION BASED ON DOUBLE SLIP-ROTATION RATE CONCEPT

机译:基于双滑转率概念的应力-应变公式的能量方法

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摘要

This paper proposes a new approach for the analysis of shear-induced volume change of granular materials. Following a revisit to the micro-mechanical deformation mechanism and the findings from discrete element method simulations, it is concluded that the double slip-rotation rate mechanism is appropriate for the description of granular materials subjected to shear. The implementation of energy principle with the double slip-rotation rate mechanism provides a new method for the derivation of stress-dilatancy relation under general stress conditions without adopting Rowe's hypothesis of minimum energy ratio. This new approach can be easily extended to take into account the non-coaxility of granular material deformation. The dilatancy formulations proposed by Taylor, Rowe and Matsuoka-Nakai can all be recovered as special cases of the proposed approach. Comparisons with experimental data show that the new stress-dilatancy relation correctly captures the dilatancy behaviour of sand observed in both general 3D stress conditions and simple shear tests.
机译:本文提出了一种新的方法来分析颗粒材料的剪切诱导体积变化。在回顾了微机械变形机制和离散元方法模拟的发现之后,得出结论,双滑动旋转速率机制适用于描述受剪切作用的粒状材料。利用双滑移-旋转速率机制实现能量原理,为在不采用Rowe最小能量比假设的情况下,在一般应力条件下推导应力-剪胀关系提供了一种新方法。考虑到颗粒材料变形的非同轴性,可以轻松扩展此新方法。 Taylor,Rowe和Matsuoka-Nakai提出的扩张性公式都可以作为提出方法的特殊情况而得到恢复。与实验数据的比较表明,新的应力-剪胀关系正确地捕获了在一般3D应力条件和简单剪力试验中观察到的砂子的剪胀行为。

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