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Earth curvature effects on subduction morphology: Modeling subduction in a spherical setting with the fast multipole boundary element method

机译:地球曲率对俯冲形态的影响:使用快速多极边界元方法对球形俯冲进行建模

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摘要

We present the first application in geodynamics of a (Fast Multipole) Accelerated Boundary Element Method (Accelerated-BEM) for Stokes flow. The approach offers the advantages of a reduced number of computational elements and linear scaling with the problem size. We show that this numerical method can be fruitfully applied for the simulation of several geodynamic systems at the planetary scale in spherical coordinates, and we suggest a general approach for modeling combined mantle convection and plate tectonics. The first part of the paper is devoted to the technical exposition of the new approach, while the second part focuses on the effect played by Earth curvature on the subduction of a very wide oceanic lithosphere (W = 6,000 km and W = 9,000 km), comparing the effects of two different planetary radii (ER = 6,371 km, 2ER = 2 9 6,371 km), corresponding to an ‘‘Earth-like’’ model (ER) and to a ‘‘flat Earth’’ one(2ER). The results show a distinct difference between the two models: while the slab on a ‘‘flat Earth’’ shows a slightundulation, the same subducting plate on the ‘‘Earth-like’’ setting presents a dual behavior characterized by concavecurvature at the edges and by a folding with wavelength of the order of magnitude of 1,000 km at the center of theslab.
机译:我们介绍了斯托克斯流的(快速多极)加速边界元方法(Accelerated-BEM)在地球动力学中的第一个应用。该方法的优点是减少了计算元素的数量,并且线性扩展了问题的大小。我们表明,该数值方法可以有效地应用于行星坐标系中行星尺度上的几个地球动力学系统的模拟,并且我们建议了一种用于组合地幔对流和板块构造的通用方法。本文的第一部分专门介绍了新方法的技术说明,而第二部分则重点探讨了地球曲率对俯冲作用非常宽的海洋岩石圈(W = 6,000 km和W = 9,000 km)的作用,比较两个不同的行星半径(ER = 6,371 km,2ER = 2 9 6,371 km)的影响,这两个半径分别对应于“类地球”模型(ER)和“平地”模型(2ER)。结果表明两种模型之间存在明显的差异:“平板”上的平板显示出轻微的起伏,而“类地球”设置上的相同俯冲板则表现出双重特征,其边缘具有凹曲率并通过在平板中心进行波长为1000 km数量级的折叠。

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