考虑粘结应力传递抗弯加固锈蚀RC梁挠度计算方法研究
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作者单位:

1.湖南城市学院土木工程学院;2.长沙理工大学土木工程学院;3.国家电网益阳供电公司

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中图分类号:

TU375.4

基金项目:

国家自然科学基金[52078056],湖南省自然科学青年基金[2019JJ50023];湖南省教育厅科学研究项目[18A136和18C0855],2020年益阳市银城科技人才托举工程项目


Research on deflection calculation method of corroded RC beams strengthened by bending considering bond stress transfer
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Affiliation:

1.School of Civil Engineering, Hunan City University;2.School of Civil Engineering, Changsha University of Science and Technology;3.State Gird Yiyang power supply company

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    摘要:

    基于微元法思想,考虑了锈蚀钢筋与混凝土之间粘结应力的传递,以及粘结应力传递前后截面应变的相容性,建立了钢板和FRP抗弯加固锈蚀RC梁挠度计算模型。为了验证计算模型的正确性,本文对比分析了现有文献中和作者的试验结果,结果表明:在不同荷载等级下,考虑粘结应力传递模型钢板抗弯加固锈蚀RC梁的挠度计算结果与不考虑粘结应力传递模型相比更加接近试验值。前者极限荷载和对应极限挠度的误差范围为-0.6%-1.8%和-10.5-9.1%,后者极限荷载和对应极限挠度的误差范围为1.1%-6.1%和-11.4%--2.2%。本文的模型同样能较为精确地预测FRP材料(包括CFRP和BFRP)抗弯加固锈蚀RC梁的荷载-挠度曲线,极限荷载值的误差范围从-3.6%-4.2%,极限挠度误差范围为-4.2%-8.3%。

    Abstract:

    Based on the differential element method thought, considering transfer of bond stress between corroded steel bar and concrete, and the compatibility of cross-section strain before and after bond stress transfer is considered, the deflection calculation model of corroded RC beams strengthened by steel plates and FRP is established in this paper. In order to verify the correctness of calculation model in this paper, the test results in existing literatures and authors’, are compared and analyzed. The results show that under different load level, compared with the strengthened beam without considering bond stress transfer, the deflection calculation results of model considered the bond stress transfer of corroded RC beam strengthened by bending is more close to the result tested values. The error range of former ultimate load and corresponding ultimate deflection is -0.6%-1.8% and -10.5-9.1%, respectively, while the error range of latter ultimate load and the corresponding ultimate deflection is 1.1%-6.1% and -11.4%- 2.2%, respectively. The model in this paper can also accurately predict the load-deflection curve of corroded RC beams strengthened by FRP materials (including CFRP and BFRP). The error range of ultimate load value is -3.6%-4.2%, and the error range of ultimate deflection is -4.2%-8.3%.

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历史
  • 收稿日期:2020-07-11
  • 最后修改日期:2020-10-25
  • 录用日期:2020-11-23
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