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Compaction around a rigid, circular inclusion in partially molten rock

机译:围绕部分熔融岩石中的刚性圆形夹杂物进行压实

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Conservation laws that describe the behavior of partially molten mantle rock have been established for several decades, but the associated rheology remains poorly understood. Constraints on the rheology may be obtained from recently published experiments involving deformation of partially molten rock around a rigid, spherical inclusion. These experiments give rise to patterns of melt segregation that exhibit the competing effects of pressure shadows and melt-rich bands. Such patterns provide an opportunity to infer rheological parameters through comparison with models based on the conservation laws and constitutive relations that hypothetically govern the system. To this end, we have developed software tools to simulate finite strain, two-phase flow around a circular inclusion in a configuration that mirrors the experiments. Simulations indicate that the evolution of porosity is predominantly controlled by the porosity-weakening exponent of the shear viscosity and the poorly known bulk viscosity. In two-dimensional simulations presented here, we find that the balance of pressure shadows and melt-rich bands observed in experiments only occurs for bulk-to-shear viscosity ratio of less than about five. However, the evolution of porosity in simulations with such low bulk viscosity exceeds physical bounds at unrealistically small strain due to the unchecked, exponential growth of the porosity variations. Processes that limit or balance porosity localization should be incorporated in the formulation of the model to produce results that are consistent with the porosity evolution in experiments.
机译:描述部分熔融的地幔岩石行为的保护规律已经建立了几十年,但相关的流变学仍然知之甚少。流变学的约束条件可以从最近发表的涉及刚性熔融球形夹杂物部分熔融岩石变形的实验中获得。这些实验产生了熔体偏析的模式,呈现出压力阴影和富熔体带的竞争效应。通过与基于假设支配该系统的守恒律和本构关系的模型进行比较,这种模式提供了一个推断流变参数的机会。为此,我们开发了软件工具来模拟有限应变,围绕圆形夹杂物的两相流,其配置与实验类似。模拟表明,孔隙度的变化主要受剪切粘度和鲜为人知的堆积粘度的孔隙度弱化指数控制。在此处呈现的二维模拟中,我们发现,只有在体积剪切强度比小于约5的情况下,实验中观察到的压力阴影和富熔体带才达到平衡。但是,由于孔隙率变化不受控制,呈指数增长,因此在具有如此低的体积粘度的模拟中,孔隙率的变化超出了在不切实际的小应变下的物理界限。限制或平衡孔隙度局部化的过程应纳入模型的公式中,以产生与实验中孔隙度演化一致的结果。

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