基于库仑摩擦的隔震残余位移理论分析研究
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1.基准方中建筑设计股份有限公司, 四川 成都 610000 ; 2.昆明有色冶金设计研究院股份公司, 云南 昆明 650051 ;3.云南震研减震科技有限公司, 云南 昆明 650000 ; 4.昆明学院, 云南 昆明 650000

作者简介:

李发福(1982-),男,高级工程师,主要从事工程抗震及减隔震研究。E-mail:80944688@qq.com。

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TU311.3

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云南省地方高校联合专项(202101BA070001-080)


Theoretical investigation of Coulomb-friction-based residualdisplacement in seismic isolation systems
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1.JZFZ Architectural Design Co., Ltd., Chengdu 610000 , Sichuan, China ;2.Kunming Engineering & Research Institute of Nonferrous Metallurgy Co., Ltd., Kunming 650051 , Yunnan, China ;3.Yunnan Zhenyan Damping Technology Co., Ltd., Kunming 650000 , Yunnan, China ;4.Kunming University, Kunming 650000 , Yunnan, China

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    摘要:

    残余位移的大小反映了隔震层复位能力的强弱,是衡量主体结构建筑功能在震后能否正常使用的重要指标之一。震害调查发现,隔震支座在震后往往存在残余位移,导致隔震层未能完全复位。为揭示隔震层残余位移产生的机理,基于库仑摩擦单自由度体系(SDOF)和隔震层双线性滞回特性,建立自由衰减动力模型,提出最大残余位移的简化计算公式,并通过数值模拟进行验证。结果表明:隔震层残余位移的分布具有高度离散性,但其最大值是确定的;其影响因素包括塑性屈服力Qd、初始刚度k0、屈服后刚度k及阻尼比ξ。该简化计算公式在隔震工程设计中具有一定的指导意义,可为评估隔震层复位能力提供理论支撑。

    Abstract:

    The magnitude of residual displacement is indicative of the re-centering capacity of the isolation layer and serves as a key indicator for evaluating the operational functionality of the primary structural building elements following an earthquake. Post-earthquake investigations have demonstrated that isolation bearings frequently exhibit residual displacements, resulting in incomplete re-centering of the isolation layer. To reveal the mechanism of residual displacement formation in the isolation layer, a free vibration decay dynamic model was established. This model was based on the Coulomb friction single-degree-of-freedom system and the bilinear hysteresis characteristics of the isolation layer. A simplified calculation formula for the maximum residual displacement was proposed and validated through numerical simulation, providing theoretical support for rationally assessing the re-centering capability of the isolation layer. The findings suggest that the distribution of residual displacements in the isolation layer is characterized by significant discreteness, while its maximum value is quantifiable. The influencing factors include the plastic yield force Qd, initial stiffness k0, post-yield stiffness k, and damping ratio ξ. The simplified formula offers practical guidance for the design of isolation engineering.

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李发福,李奕生,吴国强,等.基于库仑摩擦的隔震残余位移理论分析研究[J].地震工程学报,2026,48(3):692-701. DOI:10.20000/j.1000-0844.20240729002

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  • 收稿日期:2024-07-29
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  • 在线发布日期: 2026-03-01
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