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经历材料非线性的梁单元的形状传感

Shape-Sensing of Beam Elements Undergoing Material Nonlinearities.

作者信息

Savino Pierclaudio, Gherlone Marco, Tondolo Francesco, Greco Rita

机构信息

Department of Structural, Geotechnical and Building Engineering, Politecnico di Torino, Corso Duca degli Abruzzi 24, 10129 Torino, Italy.

Department of Mechanical and Aerospace Engineering, Politecnico di Torino, Corso Duca degli Abruzzi 24, 10129 Torino, Italy.

出版信息

Sensors (Basel). 2021 Jan 13;21(2):528. doi: 10.3390/s21020528.

Abstract

The use of in situ strain measurements to reconstruct the deformed shape of structures is a key technology for real-time monitoring. A particularly promising, versatile and computationally efficient method is the inverse finite element method (iFEM), which can be used to reconstruct the displacement field of beam elements, plate and shell structures from some discrete strain measurements. The iFEM does not require the knowledge of the material properties. Nevertheless, it has always been applied to structures with linear material constitutive behavior. In the present work, advances are proposed to use the method also for concrete structures in civil engineering field such as bridges normally characterized by material nonlinearities due to the behavior of both steel and concrete. The effectiveness of iFEM, for simply supported reinforced concrete beam and continuous beams with load conditions that determine the yielding of reinforcing steel, is studied. In order to assess the influence on displacements and strains reconstructions, different measurement stations and mesh configurations are considered. Hybrid procedures employing iFEM analysis supported by bending moment-curvature relationship are proposed in case of lack of input data in plastic zones. The reliability of the results obtained is tested and commented on to highlight the effectiveness of the approach.

摘要

利用原位应变测量来重建结构的变形形状是实时监测的一项关键技术。一种特别有前景、通用且计算效率高的方法是逆有限元法(iFEM),它可用于从一些离散应变测量中重建梁单元、板和壳结构的位移场。逆有限元法不需要材料特性的知识。然而,它一直应用于具有线性材料本构行为的结构。在当前工作中,提出了将该方法也应用于土木工程领域的混凝土结构,如通常因钢材和混凝土的特性而具有材料非线性的桥梁。研究了逆有限元法对于简支钢筋混凝土梁和在荷载作用下钢筋屈服的连续梁的有效性。为了评估对位移和应变重建的影响,考虑了不同的测量站和网格配置。在塑性区缺乏输入数据的情况下,提出了采用由弯矩 - 曲率关系支持的逆有限元分析的混合程序。对所得结果的可靠性进行了测试和评论,以突出该方法的有效性。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/693a/7828396/7b4d162e9df3/sensors-21-00528-g001.jpg

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