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A General Model to Chemo-Mechanical Equilibrium of a Geo-synthetic Polymeric Membrane

机译:土工合成高分子膜化学机械平衡的通用模型

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The interaction between two or more independent causes of materials degradation results in a duplex mode of materials degradation. The materials degradation rate whether expressed in loss of material or loss of mechanical strength is often faster than the sum of each form of materials degradation acting separately. For this reason, duplex modes of materials degradation are of great practical importance. Synergisms between unrelated forms of materials degradation are not immediately obvious and have in some instances been only recently recognized. In this paper a chemically aggressive environment over a geo-synthetic polymeric membrane is investigated. The membrane free energy depends upon the mono-axial strain and the degree of reaction with an external agent. We suppose chemical potential assigned and the minimization problem is formulated. Practically the minimum problem is non-convex, and coexistence of equilibrium phases is possible. The proposed general model is able to describe the complex phenomenon when polymeric geo-synthetic membrane are undergoing to heterogeneous and complex action of the package system built in dump of urban waste. Finally a FEM simulation is compared with minimization problem theoretical results.
机译:材料降解的两个或多个独立原因之间的相互作用导致材料降解的双工模式。无论用材料损失还是机械强度损失来表示,材料降解速率通常快于分别作用的每种材料降解形式的总和。由于这个原因,材料降解的双工模式具有非常重要的现实意义。无关紧要的材料降解形式之间的协同作用不是立即显而易见的,在某些情况下直到最近才被认识到。在本文中,研究了在土工合成聚合物膜上的化学侵蚀性环境。膜的自由能取决于单轴应变和与外部试剂的反应程度。我们假设分配了化学势并提出了最小化问题。实际上,最小问题是非凸的,并且平衡相可以共存。所提出的通用模型能够描述当聚合物土工合成膜经受城市垃圾场中的包装系统的异质和复杂作用时的复杂现象。最后,将有限元模拟与最小化问题的理论结果进行了比较。

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