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Physics-Based Scenario of Earthquake Cycles on the Ventura Thrust System, California: The Effect of Variable Friction and Fault Geometry

机译:基于物理的地震循环场景在Ventura推力系统上,加利福尼亚州:可变摩擦与故障几何的影响

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The Ventura Thrust system in California is capable of producing large magnitude earthquakes. Geological studies suggest that the fault geometry is complex, composed of multiple segments at different dips: thrust ramps dipping 30 degrees-50 degrees linked with bed-parallel decollements dipping < 10 degrees. These latter types of gently dipping faults form due to preexisting weaknesses in the crust, and therefore have different frictional parameters from thrust ramps; the faults also experience different stresses because of how stresses are resolved onto the fault planes. Here, we use a two-dimensional fault model to assess how geometry and frictional properties of the ramp/decollement system should affect the seismic cycle. We test velocity-strengthening, velocity-weakening, and conditionally stable decollements, and in addition explore how the dip angle of the decollement changes the earthquake behavior. A velocity-strengthening decollement cannot replicate the through-going earthquake ruptures that have been inferred for the Ventura fault system. We therefore suggest that this and other decollements may be better represented using a velocity-weakening or conditionally stable response. Our results show that minor variations in fault geometry produce slip amounts and recurrence intervals that differ only by 10-20%, but do not fundamentally alter the types of earthquakes and interseismic slip. We conclude that geological constraints on fault geometry are typically sufficient to produce modeled earthquake sequences that are statistically consistent with paleoseismic records. However, both frictional parameters along the fault and effective normal stress influence earthquake rupture patterns significantly. More research is needed to adequately constrain these quantities in order for earthquake rupture models to work as effective predictors of fault behavior.
机译:加利福尼亚州文图拉推力系统能够生产大量地震。地质研究表明,故障几何形状是复杂的,由不同倾角的多个段组成:浸渍30度-50度与倾斜<10度的床平行的降低连锁30度-50度的推力斜坡。由于外壳中的预先存在的弱点,后一种类型的轻微倾倒故障形式,因此来自推力坡道的不同摩擦参数;由于如何将压力分解到故障平面上,故障也经历不同的应力。在这里,我们使用二维故障模型来评估斜坡/解放系统的几何形状和摩擦性能如何影响地震循环。我们测试速度强化,速度弱化和有条件稳定的降低,并且还探讨了Dipollement的倾角变化了地震行为。速度强化Demollement无法复制已推断出Ventura故障系统的通风地震破裂。因此,我们表明,使用速度弱化或有条件稳定的反应,可以更好地代表该和其他降噪。我们的研究结果表明,故障几何形状的次要变化会产生滑移量和复发间隔,只有10-20%,但不会从根本上改变地震和苦损的类型。我们得出结论,故障几何形状的地质约束通常足以​​产生与古源性记录统计上一致的建模地震序列。然而,沿着故障和有效正常应力的摩擦参数都会显着影响地震破裂模式。需要更多的研究来充分限制这些数量,以便地震破裂模型作为有效预测因子的故障行为。

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