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Stress Patterns and Failure Around Rough Interlocked Fault Surface

机译:粗略互锁故障表面的应力模式和失效

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Fault zones accumulate stress during interseismic periods and release it by slip along fault surfaces. We explore the effect of fault roughness on stress patterns and failure conditions around interlocked fault surfaces using an analytical approach. Measured slip surface geometry of different fault outcrops parallel to the slip demonstrates surface roughness at outcrop scales generally confined between 0.001L0.5 and 0.01L0.8, where L is the section length. These two power law end‐members are utilized for exploring the influence of scale‐dependent geometrical undulations on stress and failure conditions. Off‐fault static stress pattern is calculated based on perturbation theory. Stress amplification and failure conditions around the surfaces are controlled by the ratio between roughness amplitude to wavelength, and therefore, small power values increase failure associated with short roughness wavelengths, immediately nearby the interface. Increasing both amplitude to wavelength ratio and amplitude heights enhance failure in zones around the interface, but at the same time decreases stress and blocks yielding in other zones. In contrast, failure around faults with smaller amplitude heights initiates at larger external loads, and therefore, more elastic energy is available for slip when failure occurs. Calculations of stress around fractal and nonfractal interfaces indicate that failure nucleation and locations are strongly dependent on the initial surface geometry. We suggest that stress asperities and barriers throughout the seismic cycle can be driven by the geometrical irregularities of the fault surface.
机译:断层区域在造型期间累积应力,并沿着故障表面滑动释放。我们使用分析方法探讨了故障粗糙度对互锁故障表面周围的应力模式和故障条件的影响。与滑动平行的不同故障露头的测量的滑动表面几何形状在俯瞰0.001L0.5和0.01L0.8之间的露头刻度下表现出表面粗糙度,其中L是截面长度。这两个电力法律结束构件用于探索规模依赖性几何波动对应力和失效条件的影响。基于扰动理论计算截止故障静态应力模式。表面周围的应力放大和故障条件由粗糙度幅度与波长之间的比率控制,因此,小功率值增加与短粗糙度波长相关的故障,立即附近接口。将幅度增加到波长比和幅度高度增加界面周围的区域的故障,但同时降低应力并屈服于其他区域的块。相比之下,较小幅度高度的故障发生故障在较大的外部负载下启动,因此,在发生故障时,更多的弹性能量可用于滑动。分形和非直率界面周围的应力计算表明失效成核和位置强烈依赖于初始表面几何形状。我们建议在故障表面的几何不规则性方面,在整个地震循环中产生压力粗糙度和障碍。

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