arXiv:2412.03299physics.geo-phcs.LG2024-12中稿 · the Machine Learni…被引 1

用高斯过程融合地震速度模型,量化地震动预测不确定性。

Gaussian Processes for Probabilistic Estimates of Earthquake Ground Shaking: A 1-D Proof-of-Concept

  • 用高斯过程融合多个地震速度模型,生成概率化预测
  • 模拟结果表明地面运动幅度分布范围显著扩大
  • 适合做地震危险性分析的科研人员参考

地震波速模型(地震速度模型)是地震动预测模拟的关键输入。由于地震反演问题的非唯一性,同一区域常存在多个速度模型。当前方法未考虑不同模型选择带来的不确定性。本文提出一种基于高斯过程回归的地震动预测概念验证流程,通过概率融合重叠的1维速度模型,对预测不确定性进行建模。具体地,将高斯过程同时拟合两个合成的1维速度剖面,结果显示预测不确定性可反映模型间的差异。随后从预测分布中采样速度模型,并通过声波传播模拟峰值地面位移。结果表明,所得到的可能地面运动幅度分布远宽于仅使用两个输入模型的预测结果。该概念验证凸显了概率方法在物理驱动型地震危险性分析中的重要性。

原文摘要 · Abstract (English)

Estimates of seismic wave speeds in the Earth (seismic velocity models) are key input parameters to earthquake simulations for ground motion prediction. Owing to the non-uniqueness of the seismic inverse problem, typically many velocity models exist for any given region. The arbitrary choice of which velocity model to use in earthquake simulations impacts ground motion predictions. However, current hazard analysis methods do not account for this source of uncertainty. We present a proof-of-concept ground motion prediction workflow for incorporating uncertainties arising from inconsistencies between existing seismic velocity models. Our analysis is based on the probabilistic fusion of overlapping seismic velocity models using scalable Gaussian process (GP) regression. Specifically, we fit a GP to two synthetic 1-D velocity profiles simultaneously, and show that the predictive uncertainty accounts for the differences between the models. We subsequently draw velocity model samples from the predictive distribution and estimate peak ground displacement using acoustic wave propagation through the velocity models. The resulting distribution of possible ground motion amplitudes is much wider than would be predicted by simulating shaking using only the two input velocity models. This proof-of-concept illustrates the importance of probabilistic methods for physics-based seismic hazard analysis.

地震预测高斯过程不确定性量化概率建模

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