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首页> 外文期刊>Journal of geophysical research. Solid earth: JGR >Postearthquake relaxation after the 2004 M6 Parkfield, California, earthquake and rate-and-state friction
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Postearthquake relaxation after the 2004 M6 Parkfield, California, earthquake and rate-and-state friction

机译:2004 M6 Parkfield,加利福尼亚州,地震和速率和国家摩擦后的折痕放松

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摘要

An unusually complete set of measurements (including rapid rate GPS over the first 10 days) of postseismic deformation is available at 12 continuous GPS stations located close to the epicenter of the 2004 M6.0 Parkfield earthquake. The principal component modes for the relaxation of the ensemble of those 12 GPS stations were determined. The first mode alone furnishes an adequate approximation to the data. Thus, the relaxation at all stations can be represented by the product of a common temporal function and distinct amplitudes for each component (north or east) of relaxation at each station. The distribution in space of the amplitudes indicates that the relaxation is dominantly strike slip. The temporal function, which spans times from about 5 min to 900 days postearthquake, can be fit by a superposition of three creep terms, each of the form β l log e (1 + t/τ l ), with characteristic times τ l = 4.06, 0.11, and 0.0001 days. It seems likely that what is actually involved is a broad spectrum of characteristic times, the individual components of which arise from afterslip on different fault patches. Perfettini and Avouac (2004) have shown that an individual creep term can be explained by the spring-slider model with rate-dependent (no state variable) friction. The observed temporal function can also be explained using a single spring-slider model (i.e., single fault patch) that includes rate-and-state-dependent friction, a single-state variable, and either of the two commonly used (aging and slip) state evolution laws. In the latter fits, the rate-and-state friction parameter b is negative.
机译:在靠近2004 M6.0 Parkfield地震的震中的12个连续GPS站,有一个异常完整的测量(在前10天内的第一次10天内的快速速率GPS)提供了近12个连续GPS站。确定了那些12个GPS站的集合放松的主成分模式。单独的第一模式提供对数据的足够近似。因此,所有站的放松可以由每个站在每个站在放松的弛豫的常见时间函数和不同幅度的乘积来表示。幅度的空间分布表明,松弛是主导的罢工滑动。跨越大约5分钟至900天的时间函数可以通过三个蠕变术语的叠加来符合三个蠕变术语,每种β1log e(1 + t /τl),具有特征时间τl= 4.06,0.11和0.0001天。它似乎实际所涉及的是一种广泛的特征时间,其各个组成部分来自不同的故障贴片。 Perfettini和Avouac(2004)表明,单个蠕变术语可以通过速率相关(无状态变量)摩擦的弹簧滑块模型来解释。也可以使用包括速率和状态依赖性摩擦,单个状态变量和常用的两种常用(老化和滑动的单个故障贴片)来解释所观察到的时间函数。 )国家进化法律。在后者配合中,速率和状态摩擦参数B是负的。

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