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Influence of mechanical stratigraphy and initial stress state on the formation of two fault propagation folds

机译:机械地层学和初始应力状态对两个断层传播褶皱形成的影响

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摘要

Kinematic and mechanical modeling of the Rip Van Winkle (SE New York, USA) and La Zeta (SW Mendoza, Argentina) anticlines illustrate the influence of mechanical stratigraphy and initial stress state on the kinematics of fault propagation folding. In both anticlines, faults nucleating at distinct stratigraphic levels open upward into triangular zones of folding. Folding intensity and finite strain attenuates with distance from the fault tip. Trishear reproduces the bulk geometry and finite strain of the relatively homogeneous limestone sequence of the Rip Van Winkle anticline and predicts an initial location of the fault tip consistent with the field observations. Folding of the heterogeneous sedimentary section of La Zeta anticline, however, cannot be simulated by the trishear model alone. An additional mode of deformation involving transport of material from the backlimb into the hinge area and extension parallel to the direction of fault propagation is necessary to reproduce the geometry and finite strain of the anticline. Mechanical, distinct element modeling (DEM) of the anticlines indicates that their contrasting kinematics could have resulted from differences in mechanical stratigraphy and initial stress state. Folding of a homogenous, normally consolidated assemblage (initial horizontal to vertical stress ratio, K_o=1) is trishear like and resembles the Rip Van Winkle anticline. Folding of a heterogenous (layered such as La Zeta), over-consolidated assemblage (K_o > 1) departs from the trishear model and resembles La Zeta anticline. Based on the DEM simulations, we postulate that the Rip Van Winkle anticline formed at high depths (high overburden loads and lithostatic stress conditions), and that La Zeta anticline formed at shallow depths, after substantial uplift and erosion of the Andean mountain front (which induced over-consolidation and high K_o).
机译:Rip Van Winkle(美国纽约SE)和La Zeta(阿根廷门多萨西南部)背斜的运动学和力学模型说明了机械地层学和初始应力状态对断层传播折叠运动学的影响。在两个背斜上,在不同地层水平成核的断层向上打开进入折叠的三角形区域。折叠强度和有限应变随着距断层尖端的距离而衰减。 Trishear再现了Rip Van Winkle背斜的相对均质的石灰岩层序的整体几何形状和有限应变,并预测了与实地观测一致的断层尖端的初始位置。然而,不能单独通过三剪切模型模拟拉泽塔背斜的非均质沉积部分的褶皱。为了重现背斜线的几何形状和有限的应变,还需要一种附加的变形模式,这种变形模式包括将材料从后肢传输到铰链区域以及平行于断层传播方向的延伸。背斜线的机械,独特元素建模(DEM)表明,它们的对比运动学可能是由于机械地层学和初始应力状态的差异引起的。均质,正常固结的组合(初始水平应力与垂直应力之比,K_o = 1)的折叠类似于三叉弯,类似于Rip Van Winkle背斜。异质性(如La Zeta的分层)的折叠,过度固结的组合(K_o> 1)与三剪切模型背离,类似于La Zeta背斜。根据DEM模拟,我们推测Rip Van Winkle背斜线在高深度(高上覆载荷和岩石静应力条件下)形成,而La Zeta背斜线在安第斯山前锋(这导致过度固结和高K_o)。

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