...
首页> 外文期刊>Pure and Applied Geophysics >Can We Improve Estimates of Seismological Q Using a New “Geometrical Spreading” Model?
【24h】

Can We Improve Estimates of Seismological Q Using a New “Geometrical Spreading” Model?

机译:我们是否可以使用新的“几何扩展”模型来改进地震Q的估计?

获取原文
获取原文并翻译 | 示例

摘要

Precise measurements of seismological Q are difficult because we lack detailed knowledge on how the Earth’s fine velocity structure affects the amplitude data. In a number of recent papers, Morozov (Geophys J Int 175:239–252, 2008; Seism Res Lett 80:5–7, 2009; Pure Appl Geophys, this volume, 2010) proposes a new procedure intended to improve Q determinations. The procedure relies on quantifying the structural effects using a new form of geometrical spreading (GS) model that has an exponentially decaying component with time, e −γt·γ is a free parameter and is measured together with Q. Morozov has refit many previously published sets of amplitude attenuation data. In general, the new Q estimates are much higher than previous estimates, and all of the previously estimated frequency-dependence values for Q disappear in the new estimates. In this paper I show that (1) the traditional modeling of seismic amplitudes is physically based, whereas the new model lacks a physical basis; (2) the method of measuring Q using the new model is effectively just a curve fitting procedure using a first-order Taylor series expansion; (3) previous high-frequency data that were fit by a power-law frequency dependence for Q are expected to be also fit by the first-order expansion in the limited frequency bands involved, because of the long tails of power-law functions; (4) recent laboratory measurements of intrinsic Q of mantle materials at seismic frequencies provide independent evidence that intrinsic Q is often frequency-dependent, which should lead to frequency-dependent total Q; (5) published long-period surface wave data that were used to derive several recent Q models inherently contradict the new GS model; and (6) previous modeling has already included a special case that is mathematically identical to the new GS model, but with physical assumptions and measured Q values that differ from those with the new GS model. Therefore, while individually the previous Q measurements have limited precision, they cannot be improved by using the new GS model. The large number of Q measurements by seismologists are sufficient to show that Q values in the Earth are highly laterally variable and are often frequency dependent.
机译:精确测量地震Q值是困难的,因为我们缺乏关于地球精细速度结构如何影响振幅数据的详细知识。在最近的许多论文中,Morozov(Geophys J Int 175:239-252,2008; Seism Res Lett 80:5-7,2009; Pure Appl Geophys,此书,2010)提出了一种旨在改善Q测定的新程序。该过程依赖于使用新形式的几何扩展(GS)模型量化结构效应,该模型具有随时间呈指数衰减的分量,e -γt·γ是自由参数,与Q一起测量莫罗佐夫(Morozov)已改装了许多以前发布的振幅衰减数据集。通常,新的Q估计值比以前的估计值高得多,并且所有先前估计的Q频率相关值都在新的估计值中消失。在本文中,我证明了:(1)传统的地震振幅建模是基于物理的,而新模型则缺乏物理基础; (2)使用新模型测量Q的方法实际上只是使用一阶泰勒级数展开的曲线拟合程序; (3)由于幂律函数的尾部很长,因此以前通过Q的幂律频率相关性拟合的高频数据也有望通过所涉及的有限频带中的一阶展开来拟合; (4)最近实验室在地震频率下对地幔物质本征Q的测量提供了独立的证据,证明本征Q通常与频率有关,这应导致与频率有关的总Q。 (5)已发布的长期周期表面波数据被用来推导几个最新的Q模型,这与新的GS模型本质上是矛盾的; (6)先前的建模已包含一个特殊情况,该情况在数学上与新GS模型相同,但具有与新GS模型不同的物理假设和测得的Q值。因此,尽管以前的Q测量单独具有有限的精度,但是不能通过使用新的GS模型来改进它们。地震学家进行的大量Q测量足以表明地球上的Q值横向变化很大,并且通常与频率有关。

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