不稳定的摩擦滑动脉冲的动力学脉冲
Anna Pomyalov1, Fabian Barras2,3, Thibault Roch4
1Chemical and Biological Physics Department, Weizmann Institute of Science, Rehovot 7610001, Israel.
概括
摩擦系统中的自愈滑动脉冲本质上是不稳定的. 然而,它们的动态被一条稳定状态线所吸引,由单个缓慢的不稳定模式驱动,解释了持续的脉冲传播.
科学领域:
- 摩擦和 Tribology 的研究.
- 地质物理学 地质物理学
- 材料科学 材料科学 材料科学
背景情况:
- 自愈的滑动脉冲是摩擦系统中关键的时空失效事件.
- 这些脉冲表现出特有的尺寸和传播速度.
- 了解它们的动态对于预测系统故障至关重要.
研究的目的:
- 在现实的速度和状态依赖的摩擦系统中开发滑动脉冲的理论框架.
- 为了研究不稳定的滑动脉冲动态和稳定状态解决方案之间的关系.
- 解释持续滑动脉冲的存在和行为.
主要方法:
- 在速率和状态依赖摩擦中的滑动脉冲的新理论的开发.
- 通过驱动剪切应力参数化的稳定状态脉冲溶液的分析.
- 大规模的动态边界积分方法模拟.
主要成果:
- 滑动脉冲本质上是不稳定的,但它们的动态被稳定状态线吸引.
- 这一稳定状态线,来自不稳定的解决方案,作为一个动态的吸引力.
- 沿着吸引器的不稳定动态由单一的缓慢不稳定模式控制.
- 种植脉冲的缓慢动态解释了长距离的持续传播.
结论:
- 该理论为不稳定的摩擦滑动脉冲行为提供了定量解释.
- 稳定状态线是滑动脉冲演变的动态吸引力.
- 这些发现提供了关于持续地震事件和材料故障背后的机制的见解.
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