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Optimized finite element analysis model based on terrestrial laser scanning data

机译:基于地面激光扫描数据的优化有限元分析模型

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The problem of the arch loading case is studied by the combination of finite element analysis (FEA) and B-Splines, which provides a highly accurate solution to the calibration problem of the FEA model. Attention is paid to the assessment of FEA by a high-accuracy two-dimensional B-Spline model using point clouds from terrestrial laser scanning (TLS) which is one of the most accurate measurement tools. In the current paper, a B-Spline-based optimized model, comparing to an idealized model, is applied in the FEA. Meanwhile, characteristics of arched nodal displacement and stress are discussed. The target function of the optimization is to reduce the displacement error. It is revealed that the B-Spline optimized model based on TLS data with high-accuracy could carry out FEA efficiently with fewer displacement errors, which is an important part of the automatic calibration of FEA. Finally, the equivalent stress in the post-computation is applied to predict the possible crack regions and carry out the damage monitoring.
机译:通过有限元分析(FEA)和B样条曲线的组合研究拱荷载情况下的问题,这为FEA模型的校准问题提供了高精度的解决方案。高精度二维B样条模型使用有限的地面激光扫描(TLS)点云来评估FEA,这是最精确的测量工具之一。在当前论文中,与理想化模型相比,基于B样条的优化模型被应用到了FEA中。同时,讨论了拱形节点位移和应力的特征。优化的目标功能是减少位移误差。结果表明,基于TLS数据的高精度B样条优化模型可以有效地进行有限元分析,且位移误差较小,这是有限元分析自动校准的重要组成部分。最后,在计算后施加等效应力以预测可能的裂纹区域并进行损伤监测。

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