论文标题

绘制介质弹性塑料模型的玻璃景观

Mapping out the glassy landscape of a mesoscopic elastoplastic model

论文作者

Kumar, Dheeraj, Patinet, Sylvain, Maloney, Craig E., Regev, Ido, Vandembroucq, Damien, Mungan, Muhittin

论文摘要

我们开发了一种介观模型,以研究循环载荷下无定形材料的塑性行为。该模型像无序的阈值动力学驱动,并由长距离弹性相互作用耦合。我们提出了一个简单的“玻璃制备”方案,该方案使我们能够在高温下模仿热量,并在消失的温度下衰老。通过调整衰老持续时间,可以实现各种水平的玻璃稳定性(从脆性到延性)。然后将老化的玻璃浸入淬火的疾病景观中,并用作剪剪的各种机械负荷方案的初始配置。恢复了塑性行为对单调载荷的依赖性。研究了不同年龄和系统尺寸的循环负载下的行为。讨论了不可逆性转变的大小和年龄依赖性。通过分析过渡图来实现障碍景观的彻底表征,该图描述了althermal准静态剪切下的塑性变形途径。特别是,对过渡图的强连接成分的稳定性范围的分析揭示了与玻璃老化相关的相分离过程的出现。提高初始玻璃的年龄和因此稳定性,导致动态访问稳定状态的景观逐渐破裂成三个不同的区域:一个围绕最初准备的玻璃相围绕的区域,以及两个其他区域,另外两个区域,其特征是通过正向峰的正面升级,从初始玻璃相中可以从最初的玻璃相中访问。

We develop a mesoscopic model to study the plastic behavior of an amorphous material under cyclic loading. The model is depinning-like and driven by a disordered thresholds dynamics which are coupled by long-range elastic interactions. We propose a simple protocol of "glass preparation" which allows us to mimic thermalisation at high temperature, as well as aging at vanishing temperature. Various levels of glass stabilities (from brittle to ductile) can be achieved by tuning the aging duration. The aged glasses are then immersed into a quenched disorder landscape and serve as initial configurations for various protocols of mechanical loading by shearing. The dependence of the plastic behavior upon monotonous loading is recovered. The behavior under cyclic loading is studied for different ages and system sizes. The size and age dependence of the irreversibility transition is discussed. A thorough characterization of the disorder-landscape is achieved through the analysis of the transition graphs, which describe the plastic deformation pathways under athermal quasi-static shear. In particular, the analysis of the stability ranges of the strongly connected components of the transition graphs reveals the emergence of a phase-separation like process associated with the aging of the glass. Increasing the age and hence stability of the initial glass, results in a gradual break-up of the landscape of dynamically accessible stable states into three distinct regions: one region centered around the initially prepared glass phase, and two additional regions, characterized by well-separated ranges of positive and negative plastic strains, each of which is accessible only from the initial glass phase by passing through the stress peak in the forward, respectively, backward shearing directions.

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