为震级值不确定的目录估算 SCP 参数

IF 2.3 4区 地球科学
Sasan Motaghed, Mohammad Mohammadi, Nasrollah Eftekhari, Mozhgan Khazaee
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引用次数: 0

摘要

本文探讨了在地震震级数据不确定的情况下如何估算 sotolongo-costa 和 posadas(SCP)模型系数的问题。与传统的古腾堡-里克特(G-R)定律相比,SCP 模型能更准确地表示区域地震活动性,并已被纳入概率地震危险性分析(PSHA)框架,成为 NEPSHA。本研究旨在开发一种在震级数据不确定的情况下计算 SCP 系数的方法,用 R 编程语言实现该过程,并通过案例研究验证其有效性。该方法包括开发使用最大似然估计 (MLE) 估计 SCP 参数的数学关系,并修改 MLE 方法以考虑震级不确定性。使用具有不同震级不确定性的模拟地震目录对该方法进行了测试。结果表明,当考虑震级不确定性时,所提出的方法可将 SCP 参数的估计值,尤其是 a 值,改变约 50%。q 变量受估算方法的影响较小。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

SCP parameters estimation for catalogs with uncertain seismic magnitude values

SCP parameters estimation for catalogs with uncertain seismic magnitude values

The paper addresses the issue of estimating the coefficients of the sotolongo-costa and posadas (SCP) model in the presence of uncertain earthquake magnitude data. The SCP model offers a more accurate representation of regional seismicity compared to the traditional Gutenberg–Richter (G-R) law and has been integrated into the probabilistic seismic hazard analysis (PSHA) framework as NEPSHA. The study aims to develop a method to calculate the SCP coefficients in the presence of uncertain magnitude data, implement the process in R programming language, and validate its effectiveness through a case study. The methodology involves developing the mathematical relationship for estimating the SCP parameters using maximum likelihood estimation (MLE) and modifying the MLE approach to account for magnitude uncertainty. The method is tested using simulated earthquake catalogs with varying degrees of magnitude uncertainty. The results demonstrate that the proposed method can alter the estimated values of the SCP parameters, particularly the a value, by approximately 50% when magnitude uncertainty is considered. The q variable is found to be less affected by the estimation method.

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来源期刊
Acta Geophysica
Acta Geophysica GEOCHEMISTRY & GEOPHYSICS-
CiteScore
3.80
自引率
13.00%
发文量
251
期刊介绍: Acta Geophysica is open to all kinds of manuscripts including research and review articles, short communications, comments to published papers, letters to the Editor as well as book reviews. Some of the issues are fully devoted to particular topics; we do encourage proposals for such topical issues. We accept submissions from scientists world-wide, offering high scientific and editorial standard and comprehensive treatment of the discussed topics.
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