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Stresses and strains in a layer above moving blocks of a basement (According to mathematical and physical simulations)

机译:地下室移动块上方的层中的应力和应变(根据数学和物理模拟)

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Complex tectonophysical modeling of the displacement structures in a deformable layer above the active faults in a rigid basement is carried out. These faults are supposed to be those along which a longitudinal shear (the slip on a vertical fault plane along the fault strike) or an oblique slip (strike slip with a normal or a thrust slip along a vertical or inclined fault plane) occurs. The layer being deformed simulates the sedimentary cover and the base simulates the crystalline basement. The initial stage of the process is described mathematically (calculated analytically). The stages of failure and deformation are traced by physical simulation on plastic-equivalent materials. Using finite element numerical modeling, the data are obtained for the comparison of the experimental results with the residual strains and with regions where the stresses exceed the ultimate strength. A comparative description is presented for the structures emerging above the aforementioned four types of faults. All the models are described for four amplitudes of the hanging wall movement along the fault plane in the basement: at the initial moment (analytical calculation), for amplitudes equal to 0.01H (H is the thickness of the layer), 0.1 H, and 0.5 H. The failure is compared with the plastic deformations. When doing this, in the strike-slip and in the strike-normal dip slip models, the data on the failure are taken from the experiment, whereas the boundaries of the failure in the rest of the models are yielded solely from the numerical modeling.
机译:对刚性基底中活动断层之上的可变形层中的位移结构进行了复杂的构造物理建模。假定这些断层是沿纵向剪切(沿断层走向在垂直断层平面上的滑动)或斜向滑动(沿垂直或倾斜断层沿正常方向或推力滑动的走向)的断层。变形的层模拟沉积层,而基层模拟结晶基底。该过程的初始阶段用数学方式描述(分析计算)。破坏和变形的阶段通过等效塑料材料的物理模拟进行追踪。使用有限元数值模型,获得了数据,用于将实验结果与残余应变以及应力超过极限强度的区域进行比较。对出现在上述四种类型的故障之上的结构进行了比较描述。所有模型均针对地下室沿断层平面的四个悬挂壁移动幅度进行了描述:在初始时刻(分析计算),对于等于0.01H(H为层的厚度),0.1 H和0.5H。将破坏与塑性变形进行比较。当执行此操作时,在走滑和正常走水滑移模型中,有关故障的数据均来自实验,而其余模型的故障边界仅来自数值模型。

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