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Effects of dispersion in tsunami Green's functions and implications for joint inversion with seismic and geodetic data: a case study of the 2010 Mentawai M_W 7.8 earthquake

机译:海啸格林函数的频散效应及其与地震和大地测量数据联合反演的意义:以2010年Mentawai M_W 7.8地震为例

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摘要

Tsunami observations play an important role in resolving offshore earthquake slip distributions. Nondispersive shallow-water models are often used with a static initial sea surface pulse derived from seafloor deformation in computation of tsunami Green's functions. We compare this conventional approach with more advanced techniques based on a dispersive model with a static initial sea surface pulse and with the surface waves generated from kinematic seafloor deformation. These three sets of tsunami Green's functions are implemented in finite-fault inversions with and without seismic and geodetic data for the 2010 Mentawai M_w 7.8 tsunami earthquake. Seafloor excitation and wave dispersion produce more spread-out waveforms in the Green's functions leading to larger slip with more compact distribution through the inversions. The fit to the recorded tsunami and the deduced seismic moment, which reflects the displaced water volume, are relatively insensitive to the approach used for computing Green's functions.
机译:海啸观测在解决近海地震滑坡分布中起着重要作用。在海啸格林函数的计算中,非分散浅水模型经常与源自海床变形的静态初始海面脉冲一起使用。我们将这种传统方法与基于具有静态初始海面脉冲的色散模型以及运动海底变形产生的表面波的更高级技术进行比较。这三套海啸格林函数在有无地震和大地测量数据的2010年Mentawai M_w 7.8海啸地震的有限断层反演中实现。海底激发和波分散在格林函数中产生更多的扩展波形,从而导致更大的滑移,并通过反演获得更紧凑的分布。所记录的海啸的拟合度和推论出的地震矩反映了驱替后的水量,对格林函数的计算方法相对不敏感。

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