首页> 外文期刊>Earth and Planetary Science Letters: A Letter Journal Devoted to the Development in Time of the Earth and Planetary System >Crack to pulse transition and magnitude statistics during earthquake cycles on a self-similar rough fault
【24h】

Crack to pulse transition and magnitude statistics during earthquake cycles on a self-similar rough fault

机译:在自相似粗糙故障上发生地震循环期间脉冲转变与幅度统计

获取原文
获取原文并翻译 | 示例
       

摘要

Faults in nature demonstrate fluctuations from planarity at most length scales that are relevant for earthquake dynamics. These fluctuations may influence all stages of the seismic cycle; earthquake nucleation, propagation, arrest, and inter-seismic behavior. Here I show quasi-dynamic plane-strain simulations of earthquake cycles on a self-similar and finite 10 km long rough fault with amplitude-to-wavelength ratio alpha = 0.01. The minimum roughness wavelength,lambda(min), and nucleation length scales are well resolved and much smaller than the fault length. Stress relaxation and fault loading is implemented using a variation of the backslip approach, which allows for efficient simulations of multiple cycles without stresses becoming unrealistically large. I explore varying lambda(min) for the same stochastically generated realization of a rough fractal fault. Decreasing lambda(min) causes the minimum and maximum earthquakes sizes to decrease. Thus the fault seismicity is characterized by smaller and more numerous earthquakes, on the other hand, increasing the lambda(min) results in fewer and larger events. However, in all cases, the inferred b-value is constant and the same as for a reference no-roughness simulation (alpha = 0). I identify a new mechanism for generating pulse-like ruptures. Seismic events are initially crack-like, but at a critical length scale, they continue to propagate as pulses, locking in an approximately fixed amount of slip. I investigate this transition using simple arguments and derive a characteristic pulse length, L-c = lambda(min)/(4 pi(4)alpha(2)) and slip distance, delta(c) based on roughness drag. I hypothesize that the ratio lambda(min)/alpha(2) can be roughly estimated from kinematic rupture models. Furthermore, I suggest that when the fault size is much larger than Lc, then most space-time characteristics of slip differ between a rough fault and a corresponding planar fault. (C) 2020 Elsevier B.V. All rights reserved.
机译:自然界中的故障展示了平面性的平面波动,这些尺度与地震动态相关。这些波动可能影响地震循环的所有阶段;地震成核,繁殖,逮捕和地震间行为。这里我在自相似和有限10公里长的粗糙故障上显示了地震循环的准动态平面 - 应变模拟,具有幅度到波长比α= 0.01。最小粗糙度波长,λ(分钟)和成核长度尺度良好分辨,远小于故障长度。使用反斜杠方法的变化来实现应力松弛和故障加载,这允许多个循环的有效模拟,而没有压力变得不切实际。我探索不同的λ(min),同样是平分数故障的平衡器实现。减少λ(min)导致最小和最大地震尺寸减少。因此,故障地震性的特征在于另一方面,增加λ(min)导致更少且较大的事件增加。然而,在所有情况下,推断的B值是恒定的,与参考无粗糙度模拟相同(alpha = 0)。我确定了一种产生脉冲样破裂的新机制。地震事件最初是裂缝状,但在临界长度尺度上,它们继续以脉冲传播,锁定大约固定的滑动量。我使用简单的参数调查该转换,并导出特征脉冲长度,L-C = lambda(min)/(4 pi(4)alpha(2))和滑动距离,基于粗糙度拖动的Δ(c)。我假设可以从运动破裂模型大致估计Lambda(min)/ alpha(2)的比率。此外,我建议,当故障尺寸远大于LC时,大多数空间的空间时间特性在粗糙的故障和相应的平面故障之间不同。 (c)2020 Elsevier B.v.保留所有权利。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号