反复拉伸加载下钢筋力磁耦合效应
作者:
作者单位:

1.重庆交通大学 山区桥梁及隧道工程国家重点实验室,重庆 400074;2.重庆交通大学 土木工程学院,重庆 400074;3.重庆交通大学 材料科学与工程学院,重庆 400074

作者简介:

童 凯(1996—),男,浙江金华人,重庆交通大学博士生. E-mail: kaitong@mails.cqjtu.edu.cn

通讯作者:

周建庭(1972—),男,浙江金华人,重庆交通大学教授,博士生导师,博士. E-mail: jtzhou@cqjtu.edu.cn

中图分类号:

TU511.3

基金项目:

国家自然科学基金资助项目(U20A20314,52278291);重庆市杰出青年科学基金资助项目(cstc2020jcyj-jqX0006)


Force-Magnetic Coupling Effect of Steel Bars under Repeated Tensile Loading
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Affiliation:

1.State Key Laboratory of Mountain Bridge and Tunnel Engineering, Chongqing Jiaotong University, Chongqing 400074, China;2.School of Civil Engineering, Chongqing Jiaotong University, Chongqing 400074, China;3.School of Materials Science and Engineering, Chongqing Jiaotong University, Chongqing 400074, China

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    摘要:

    为探究钢筋的力磁耦合特性,开展反复拉伸试验,研究了钢筋应力σ、应变ε与漏磁强度法向分量BZ之间的关联,引入了“应力变化参量”σN与“漏磁强度变化参量”BN.结果表明:钢筋反复拉伸过程中ε值与BZ值均具有可逆性,且应变幅的增大使得BZ变化速率减小;σBZ的波动周期相同,波动方向相反;不同反复拉伸阶段下应力幅与漏磁强度变化率的比例关系一致,且相对偏差率小于9.40%;σNBN呈线性关系,拟合直线斜率接近1.000,表明应力幅变化率与漏磁强度变化率相对等;仿真分析与试验结果吻合.

    Abstract:

    Repeated tensile experiments were carried out to explore the force-magnetic coupling properties of steel bars. The correlation between stress σ, strain ε, and normal component magnetic leakage intensity BZ was investigated. The “stress variation parameter” σN and the “magnetic leakage intensity variation parameter” BN were introduced. The results indicate that both ε values and BZ values are reversible during steel bar repeated tensile processes. The increase in strain amplitude reduces the change rate of BZ. The fluctuation periods of σ and BZ are the same, and the fluctuation directions are opposite. The proportional relationship between the stress amplitude and the variation of magnetic leakage intensity at different repeated tensile stages is consistent. The relative deviation rate is less than 9.40%. σN is linearly related to BN with a slope approximating 1.000. It demonstrates the equivalent relationship between the variation rate of the stress amplitude and the variation rate of the magnetic leakage intensity. The simulation analysis coincides with the experimental results.

    表 3 不同提离高度下BZ值的分布范围Table 3 Distribution range of BZ values in different lift-off heights
    表 1 HRB400钢筋的化学组成Table 1 Chemical composition of HRB400 steel bar specimen
    表 2 钢筋试件反复拉伸阶段的荷载幅值和应力幅值Table 2 Load amplitudes and stress amplitudes of steel bar specimens in repeated tensile stages
    表 4 5#钢筋试件的ΔBZ值Table 4 ΔBZ values of 5#steel bar specimen
    图1 试验材料、试验装置及试验过程Fig.1 Experimental materials, experimental device and experimental process
    图2 5#和6#钢筋试件反复拉伸加载过程应力变化示意图Fig.2 Schematic diagram of stress change during repeated tensile loading of 5# and 6# steel bar specimens
    图3 1#、3#和5#钢筋试件的BZ变化曲线Fig.3 BZ variation curves of 1#, 3#and 5# steel bar specimens
    图4 钢筋混凝土梁四点弯曲加载过程中的BZ变化曲线Fig.4 BZ variation curves during four-point bending loading of reinforced concrete beams[17]
    图5 HRB400钢筋应力-应变(σ-ε)曲线Fig.5 Stress- strain(σ-ε) curves of HRB400 steel bars
    图6 5#钢筋试件反复拉伸加载过程中BZ-ε、K变化关系Fig.6 Relationship between BZ and ε, K during repeated tensile loading of 5# steel bar specimen
    图7 1#、3#和5#钢筋试件的应力变化曲线与漏磁强度变化曲线对比图Fig.7 Comparative diagram of stress variation curves and magnetic leakage intensity variation curves of 1#,3#and 5# steel bar specimens
    图8 5#钢筋试件的ΔBZ-σi实测曲线与ΔBZ-σi折算曲线对比Fig.8 Comparison of the measured ΔBZ-σi curves and the calculated ΔBZ-σi curves of 5# steel bar specimen
    图9 1#、3#和5#钢筋试件的BN-σN拟合直线Fig.9 BN-σN fitted lines for 1#,3#和5#steel bar specimens
    图10 1#~ 6#钢筋试件的σN-BN拟合直线斜率值Fig.10 Slope values of σN-BN fitted lines for 1#- 6#steel bar specimens
    图11 1#~6#钢筋试件的BN均值曲线图和BN-σN关系散点图Fig.11 BN mean curve and BN-σN relationship scatter plot for 1#-6# steel bar specimens
    图12 Comsol有限元钢筋模型示意图Fig.12 Schematic of Comsol finite element steel bar model
    图13 不同应力作用下的BZ-L曲线Fig.13 BZ-L curves under different stress conditions
    图14 钢筋模型的BN-σN拟合直线Fig.14 BN-σN fitted straight line for steel bar model
    表 5 不同应力幅下钢筋模型的BZ变化量Table 5 BZ variations of steel bar model under different stress amplitudes
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引用本文

童凯,周建庭,赵瑞强,吴礼舟,张森华.反复拉伸加载下钢筋力磁耦合效应[J].建筑材料学报,2023,26(7):771-782

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  • 收稿日期:2022-08-17
  • 最后修改日期:2022-10-21
  • 在线发布日期: 2023-09-15
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