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Dehydration-induced porosity waves and episodic tremor and slip

机译:脱水引起的孔隙波和偶发性震颤和滑移

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Episodic tremor and slip (ETS) along the subduction interface takes place where there is abundant evidence for elevated, near-lithostatic pore pressures, at sufficiently great depths (30-45 km) that chemical dehydration reactions must act as their dominant source. We simulate fluid and heat flow while tracking the location of a vertically oriented, one-dimensional column of material as it subducts through the slow slip and tremor zone. The material in the column is transformed through a pressure-dependent and temperature-dependent dehydration reaction that we describe with a generalized nonlinear kinetic rate law. Column deformation is largely dominated by viscous creep, with a closure rate that depends linearly on porosity. This behavior causes the dehydration reaction to generate traveling porosity waves that transport increased fluid pressures within the slow slip region. To explore the possibility that the observed periodicity of slow slip and tremor in subduction zones can be explained by the migration of such porosity waves, we derive a dispersion relation that accurately describes our numerical results. We also obtain an expression for how the thickness of the dehydrating layer is expected to vary as a function of the parameters in the reaction rate law. Although the amplitudes of pore pressure perturbations rival those that are produced by known external forcings (e.g., tides or passing surface waves), our analysis suggests that given reasonable estimates of rock viscosity, permeabilities in the range 6.5x10-15 to 5x10-10m2 are required for porosity wave trains to form at periods comparable to those of slow slip and tremor.
机译:沿俯冲界面的偶发性震颤和滑移(ETS)发生在有充分证据表明,在足够大的深度(30-45 km),化学脱水反应必须是其主要来源的升高的近静水孔隙压力。我们模拟流体和热流,同时跟踪垂直方向,一维材料在慢速滑移和震颤区中俯冲时的位置。色谱柱中的材料通过压力相关和温度相关的脱水反应进行转化,我们用广义的非线性动力学速率定律对其进行了描述。柱变形主要由粘性蠕变控制,封闭速率线性取决于孔隙率。此行为导致脱水反应生成行进的孔隙波,该波在缓慢滑动区域内传输增加的流体压力。为了探究在俯冲带中观测到的缓慢滑动和震颤的周期性可以通过这种孔隙波的迁移来解释的可能性,我们推导了一个色散关系,可以准确地描述我们的数值结果。我们还获得了一个表达式,该表达式期望脱水层的厚度如何随反应速率定律中的参数而变化。尽管孔隙压力扰动的幅度可以与已知外力(例如潮汐或通过的表面波)产生的幅度相抵触,但我们的分析表明,在合理估计岩石粘度的情况下,渗透率范围为6.5x10-15至5x10-10m2孔隙波列车形成所需的时间与缓慢滑动和震颤的时间相当。

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