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The Mechanical Coupling of Fluid-Filled Granular Material Under Shear

机译:剪切作用下充填颗粒材料的机械耦合

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摘要

The coupled mechanics of fluid-filled granular media controls the physics of many Earth systems, for example saturated soils, fault gouge, and landslide shear zones. It is well established that when the pore fluid pressure rises, the shear resistance of fluid-filled granular systems decreases, and, as a result, catastrophic events such as soil liquefaction, earthquakes, and accelerating landslides may be triggered. Alternatively, when the pore pressure drops, the shear resistance of these geosystems increases. Despite the great importance of the coupled mechanics of grain–fluid systems, the basic physics that controls this coupling is far from understood. Fundamental questions that must be addressed include: what are the processes that control pore fluid pressurization and depressurization in response to deformation of the granular skeleton? and how do variations of pore pressure affect the mechanical strength of the grains skeleton? To answer these questions, a formulation for the pore fluid pressure and flow has been developed from mass and momentum conservation, and is coupled with a granular dynamics algorithm that solves the grain dynamics, to form a fully coupled model. The pore fluid formulation reveals that the evolution of pore pressure obeys viscoelastic rheology in response to pore space variations. Under undrained conditions elastic-like behavior dominates and leads to a linear relationship between pore pressure and overall volumetric strain. Viscous-like behavior dominates under well-drained conditions and leads to a linear relationship between pore pressure and volumetric strain rate. Numerical simulations reveal the possibility of liquefaction under drained and initially over-compacted conditions, which were often believed to be resistant to liquefaction. Under such conditions liquefaction occurs during short compactive phases that punctuate the overall dilative trend. In addition, the previously recognized generation of elevated pore pressure under undrained compactive conditions is observed. Simulations also show that during liquefaction events stress chains are detached, the external load becomes completely supported by the pressurized pore fluid, and shear resistance vanishes.
机译:充满流体的颗粒介质的耦合力学控制着许多地球系统的物理特性,例如饱和土壤,断层泥和滑坡剪切带。公认的是,当孔隙流体压力升高时,充满流体的颗粒系统的抗剪切力会降低,结果,可能会引发灾难性事件,例如土壤液化,地震和加速滑坡。可选地,当孔隙压力下降时,这些地球系统的抗剪强度增加。尽管谷物-流体系统的耦合机制非常重要,但控制这种耦合的基本物理原理仍远未弄清。必须解决的基本问题包括:响应粒状骨架的变形,控制孔隙流体增压和减压的过程是什么?孔隙压力的变化如何影响晶粒骨架的机械强度?为了回答这些问题,已经从质量和动量守恒的角度开发了孔隙流体压力和流量的公式,并结合了解决颗粒动力学的颗粒动力学算法,形成了一个完全耦合的模型。孔隙流体配方表明,孔隙压力的变化遵循孔隙空间变化而服从粘弹性流变学。在不排水的条件下,类似弹性的行为起主导作用,并导致孔隙压力和总体积应变之间呈线性关系。在排水良好的条件下,类粘性行为起主导作用,并导致孔隙压力和体积应变率之间呈线性关系。数值模拟揭示了在排水和最初过度压实的条件下液化的可能性,这些条件通常被认为可以抵抗液化。在这种情况下,液化发生在短暂的压实阶段,这打断了整体的扩张趋势。另外,观察到先前公认的在不排水的压实条件下升高的孔隙压力。模拟还表明,在液化过程中,应力链被分离,外部载荷完全由加压孔隙流体支撑,抗剪切力消失。

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  • 来源
    《Pure and Applied Geophysics》 |2011年第12期|p.2289-2323|共35页
  • 作者单位

    Institute of Earth Sciences, Hebrew University, Givat Ram, Jerusalem, Israel;

    Institute of Earth Sciences, Hebrew University, Givat Ram, Jerusalem, Israel;

    Department of Geology and Geophysics, Texas A&ampM University, College Station, TX, USA;

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