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Failure of cemented granular materials under simple compression: experiments and numerical simulations

机译:胶结颗粒材料在简单压缩下的破坏:实验和数值模拟

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摘要

We investigate the strength and failure properties of a model cemented granular material under simple compressive deformation. The particles are lightweight expanded clay aggregate beads coated by a controlled volume fraction of silicone. The beads are mixed with a joint seal paste (the matrix) and molded to obtain dense cemented granular samples of cylindrical shape. Several samples are prepared for different volume fractions of the matrix, controlling the porosity, and silicone coating upon which depends the effective particle-matrix adhesion. Interestingly, the compressive strength is found to be an affine function of the prod_uct of the matrix volume fraction and effective particle-matrix adhesion. On the other hand, it is shown that particle damage occurs beyond a critical value of the contact debonding energy. The experiments suggest three regimes of crack propagation corresponding to no particle damage, particle abrasion and particle fragmenta_tion, respectively, depending on the matrix volume fraction and effective particle-matrix adhesion. We also use a sub-particle lattice discretization method to simulate cemented granular materials in two dimensions. The numerical results for crack regimes and the compressive strength are in excellent agreement with the experiments.
机译:我们研究了简单压缩变形下模型胶结颗粒材料的强度和破坏特性。颗粒是轻质的膨胀的粘土聚集体珠,其涂覆有受控体积的硅酮。将珠粒与接缝密封膏(基体)混合并模制成型,以获得致密的圆柱状颗粒状水泥样品。针对基质的不同体积分数准备了几个样品,控制了孔隙率,并在其上涂覆了硅酮涂层,这取决于有效的颗粒基质粘附力。有趣的是,发现抗压强度是基质体积分数和有效的颗粒-基质粘附力的仿射函数。另一方面,表明超过接触脱粘能的临界值发生颗粒损坏。实验表明,取决于基质体积分数和有效的颗粒-基质粘附力,裂纹扩展的三种状态分别对应于无颗粒损坏,颗粒磨损和颗粒破碎。我们还使用子粒子晶格离散化方法来模拟二维胶结的粒状材料。裂纹状态和抗压强度的数值结果与实验非常吻合。

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