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Strain partitioning and interplate friction in oblique subduction zones: Constraints provided by experimental modeling

机译:斜向俯冲带中的应变分配和板间摩擦:实验模型提供的约束

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Physical modeling of oblique subduction is performed to study the mechanism of strain partitioning. The model is two-layer and includes the elasto-plastic lithosphere (the overriding and subducting plates) and the low-viscosity liquid asthenosphere. The subduction is driven by a push force from a piston and a pull force when the density contrast Delta(rho) between the subducting plate and the asthenosphere is positive. We vary both Delta rho and the interplate friction (frictional stresses). Slip partitioning is obtained only in the models with high interplate friction and only when the overriding plate contains a weak zone. This zone in the models corresponds either to locally thinned lithosphere or to cut (fault). The horizontal, trench-normal component of the interplate friction force F-fh can be comparable with the absolute value of the horizontal component of the nonhydrostatic interplate pressure force F-Ph in the subduction zone. F-fh is always negative (compression), while F-Ph can be either negative (compressional subduction regime) or positive (extensional regime). High friction, which promotes partitioning, can completely cancel the extensional (suction) force F-Ph Back are tension and strike-slip faulting appear thus as conflicting processes, although they can coexist in the same subduction zone, depending on the relative values of relevant forces. It appears that high friction can exist only in compressional subduction zones where partitioning should develop more easily. This conclusion is supported by the comparison of two oblique subduction zones, having similar geometry: the compressional southern Kurile zone (strong partitioning) and extensional southern Ryukyu zone (no lithospheric-scale partitioning). Other factors controlling the strain partitioning are the length of the oblique subduction zone, the boundary conditions at the transverse limits of the forearc sliver, and of course, the obliquity of subduction. [References: 59]
机译:进行斜向俯冲的物理建模,以研究应变分配的机理。该模型为两层,包括弹塑性岩石圈(上覆俯冲板)和低粘度液态软流圈。当俯冲板和软流层之间的密度差Delta(rho)为正时,俯冲由活塞的推力和拉力驱动。我们同时改变了Delta rho和板间摩擦(摩擦应力)。仅在具有较高板间摩擦的模型中以及仅在上覆板包含薄弱区域时才可进行滑移划分。模型中的该区域对应于局部变薄的岩石圈或切割(断层)。板间摩擦力 F-fh 的水平,垂直于沟槽的法向分量可以与俯冲区内非静水板间压力 F-Ph 的水平分量的绝对值相比较。 F-fh始终为负(压缩),而F-Ph可以为负(压缩俯冲状态)或正(扩展状态)。高摩擦力可促进分隔,可以完全抵消拉伸力(吸力)F-Ph返回。拉力和走滑断层以冲突过程出现,尽管它们可以共存于同一俯冲带,但取决于相关的相对值。力量。看来,高摩擦力仅存在于分区应更容易发展的压缩俯冲带中。比较两个具有相似几何形状的斜向俯冲带可以支持这一结论:压缩的南部千岛带(强烈划分)和扩展的南部琉球带(没有岩石圈尺度划分)。控制应变分配的其他因素包括倾斜俯冲带的长度,前条横向极限处的边界条件,当然还有俯冲的倾角。 [参考:59]

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