DAS 对异质性的敏感度比最小波长小得多

Yann Capdeville, A. Sladen
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引用次数: 0

摘要

分布式声学传感(DAS)是一种光子技术,可将光纤转换为长(数十公里)、密(每隔几米)的地震声学传感器阵列,基本上可测量电缆沿线的应变。这种分布式测量的潜力非常重要,并在地震学领域的广泛应用中引发了强烈关注。在这项工作中,我们将重点关注此类测量与尺度远小于波场最小波长的异质性之间的相互作用。通过简单的二维数值建模,我们首先表明,当这些小尺度异质位于仪器附近时,其影响因测量粒子速度或应变率的不同而大相径庭:在测量速度的情况下,这种影响很小,但在测量应变率的情况下,这种影响变得非常强烈。然后,我们根据均质化方法对这些观测结果进行了物理解释,结果表明,应变对附近异质性的敏感性确实很强,而传统的速度测量则不然。这种效应表现为应变成分与 DAS 测量的耦合。根据不同的应用,这种效应可以被看作是一种诅咒,也可以被看作是一种优势。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
DAS sensitivity to heterogeneity scales much smaller than the minimum wavelength
Distributed Acoustic Sensing (DAS) is a photonic technology allowing toconvert fiber-optics into long (tens of kilometers) and dense (every few meters) arrays of seismo-acoustic sensors which are basically measuring the strain of the cable all along the cable. The potential of such a distributed measurement is very important and has triggered strong attention in the seismology community for a wide range of applications. In this work, we focus on the interaction of such measurements with heterogeneities of scale much smaller than the wavefield minimum wavelength. With a simple 2-D numerical modeling, we first show that the effect of such small-scale heterogeneities, when located in the vicinity of the instruments, is very different depending on whether we measure particle velocity or strain rate: in the case of velocity, this effect is small but becomes very strong in the case of the strain rate. We then provide a physical explanation of these observations based on the homogenization method showing that indeed, the strain sensitivity to nearby heterogeneities is strong, which is not the case for more traditional velocity measurements. This effect appears as a coupling of the strain components to the DAS measurement. Such effects can be seen as a curse or an advantage depending on the applications.
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