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超导高速磁浮交通地面线圈与侧壁梁承受的磁力特性研究

何忠霖,  赵春发,  于蒻丹,  李凯,  李红梅,  牟翰林,  和风

何忠霖, 赵春发, 于蒻丹, 李凯, 李红梅, 牟翰林, 和风. 超导高速磁浮交通地面线圈与侧壁梁承受的磁力特性研究[J]. 西南交通大学学报. doi: 10.3969/j.issn.0258-2724.20260126
引用本文: 何忠霖, 赵春发, 于蒻丹, 李凯, 李红梅, 牟翰林, 和风. 超导高速磁浮交通地面线圈与侧壁梁承受的磁力特性研究[J]. 西南交通大学学报. doi: 10.3969/j.issn.0258-2724.20260126
HE Zhonglin, ZHAO Chunfa, YU Ruodan, LI Kai, LI Hongmei, MU Hanlin, HE Feng. Study on Magnetic Force Characteristics of Ground Coils and Side-Wall Beams in High-Speed Superconducting Maglev Transportation[J]. Journal of Southwest Jiaotong University. doi: 10.3969/j.issn.0258-2724.20260126
Citation: HE Zhonglin, ZHAO Chunfa, YU Ruodan, LI Kai, LI Hongmei, MU Hanlin, HE Feng. Study on Magnetic Force Characteristics of Ground Coils and Side-Wall Beams in High-Speed Superconducting Maglev Transportation[J]. Journal of Southwest Jiaotong University. doi: 10.3969/j.issn.0258-2724.20260126

超导高速磁浮交通地面线圈与侧壁梁承受的磁力特性研究

doi: 10.3969/j.issn.0258-2724.20260126
基金项目: 国家重点研发计划(2024YFF0508000);国家自然科学基金项目(52172375);四川省自然科学基金项目(25ZNSFSC0392)
详细信息
    作者简介:

    何忠霖(1994—),男,博士研究生,研究方向为超导电动磁浮车轨桥耦合动力学,E-mail:zlhe_me@126.com

    通讯作者:

    赵春发(1973—),男,研究员,博士,研究方向为磁浮交通工程动力学,E-mail: cfzhao@swjtu.edu.cn

  • 中图分类号: U237;U213.2

Study on Magnetic Force Characteristics of Ground Coils and Side-Wall Beams in High-Speed Superconducting Maglev Transportation

  • 摘要:

    厘清机-电-磁多场耦合作用下零磁通线圈与侧壁梁承受的磁力特性,对超导电动悬浮系统线圈模组设计及轨道结构建造具有重要指导意义. 为此,参照日本山梨线电动悬浮系统参数,基于动态电路原理建立电动磁力数值计算模型,计算磁浮列车满载运行时单个零磁通线圈、线圈模组及侧壁梁的电动磁力响应,获取了系统磁力的基本特性;然后,探究超导磁体运动参数对电动磁力的影响,统计分析磁体在不同运动速度、下沉量与横移量下动荷载的变化规律. 结果表明:轨道承受的荷载呈增大—稳定—减小的走势,且至少需历经连续11个零磁通线圈才能稳定;电动磁力频域响应中主要特征波长为超导线圈极距1.35 m和2.5倍波长3.375 m;单个零磁通线圈磁力幅值随速度增大而减小,侧壁梁承受磁力均值逐渐增大,磁力中包含多个零磁通线圈时,其大小由感应电流与速度共同决定,主频逐渐由1.35 m波长向3.375 m波长对应频率转移;速度为200~600 km/h时,侧壁梁磁力响应的主频为17~49 Hz,结合磁浮列车常用运行速度为400~600 km/h,建议侧壁梁结构基阶频率不应超过33 Hz;轨道承受的横向力对超导磁体横移量敏感,为提升侧壁梁结构的动力稳定性,应尽量确保磁体不出现较大的横向偏移.

     

  • 图 1  超导电动悬浮原理及最小拓扑结构的等效电路示意

    Figure 1.  Schematic diagram of superconducting electrodynamic suspension principle and equivalent circuit of minimum topological structure

    图 2  线圈中心线离散示意

    Figure 2.  Schematic diagram of coil centerline discretization

    图 3  电动磁力数值计算模型验证

    Figure 3.  Validation of electrodynamic force numerical calculation model

    图 4  典型工况下单个零磁通线圈的磁力响应

    Figure 4.  Magnetic force response of single null-flux coil under typical operating condition

    图 5  典型工况下模组与侧壁梁的磁力响应

    Figure 5.  Magnetic force responses of coil module and side-wall beam under typical operating condition

    图 6  不同速度下系统磁力时域响应统计

    Figure 6.  Statistics of system magnetic force time-domain responses at different speeds

    图 7  不同速度下系统磁力的频域响应

    Figure 7.  Frequency-domain responses of system magnetic force at different speeds

    图 8  不同下沉量下系统磁力时域响应统计

    Figure 8.  Statistics of system magnetic force time-domain responses under different sinking amounts

    图 9  不同下沉量下侧壁梁磁力的频域响应

    Figure 9.  Frequency-domain responses of side-wall beam magnetic force under different sinking amounts

    图 10  不同横移量下系统磁力时域响应统计

    Figure 10.  Statistics of system magnetic force time-domain responses under different lateral displacements

    图 11  不同横移量下侧壁梁横向磁力响应

    Figure 11.  Lateral magnetic force responses of side-wall beam under different lateral displacements

    表  1  超导电动悬浮系统参数

    Table  1.   Parameters of superconducting electrodynamic suspension system

    线圈类型参数数值
    零磁通线圈高度/mm340
    长度/mm350
    极距/mm450
    电阻/mΩ8.928
    自感系数/mH0.288
    超导线圈高度/mm500
    长度/mm1070
    极距/mm1350
    磁动势/kA700
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  • 收稿日期:  2026-03-16
  • 修回日期:  2026-04-10
  • 网络出版日期:  2026-10-16

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