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Optimization Inversion of the Ground Stress Field of Bohai Sea and Its Adjacent Area

机译:渤海及其邻近地区地基应力场的优化反演

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An optimization inversion model of the ground stress field of Bohai Sea and its adjacent area is established by combining Hooke-Jeeves optimization algorithm and finite element method. The study area was simplified into two 2D sections, a shallow and a deep section, for optimization inversion analysis in consideration of the spatial distribution of the measuring points. The main faults in the study area were simulated by 2D surface to surface contact model, in which the friction state between hanging wall and footwall was modeled by Coulomb friction model. The objective function is established by least squares method, according to the difference values between calculated ground stress data and measured ones. The results show that a plausible ground stress field distribution of Bohai Sea and its adjacent area can be obtained with less data by the optimization inversion method. When there are less measuring points, the optimization inversion result can be easily affected by the distribution of measuring points and the distance of each measuring point to the model boundary; when there are more measuring points, the inversion errors at the checkpoints can be obviously reduced and a more reasonable integrated inversion result can be obtained.
机译:通过结合Hooke-Jeeves优化算法和有限元方法建立了渤海地区地区地区应力场的优化反演模型。考虑到测量点的空间分布,将研究区域简化为两个2D部分,浅和深部,用于优化反演分析。研究区域中的主要故障由2D表面模拟到表面接触模型,其中悬挂壁和脚壁之间的摩擦状态由库仑摩擦模型建模。根据计算出的地应力数据和测量值之间的差值来建立目标函数,由最小二乘法建立。结果表明,通过优化反转方法可以通过较少的数据获得渤海及其相邻区域的合理地应力场分布。当测量点较少时,优化反转结果可以容易地受测量点的分布和每个测量点到模型边界的距离的影响;当有更多的测量点时,可以明显减少检查点处的反转误差,并且可以获得更合理的集成反转结果。

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