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隧道与地下工程灾害防治
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一种改进的麻雀搜索算法用于MCC本构模型参数的反演研究
宋来福1,尹项涛1,陈佳楠1,汪一村2*,胡家庆1
(1.温州大学建筑与土木工程学院,浙江 温州 325035;
2.北京城建勘测设计研究院有限公司,北京 100084)
Parameter inversion of modified cam-clay constitutive model based on an improved sparrow search algorithm
Song Laifu1,Yin Xiangtao1,Chen Jianan1,Wang Yicun2*,Hu Jiaqing1
(1.College of Architecture and Civil Engineering, Wenzhou University, Wenzhou 325035, Zhejiang, China;
2. Beijing Urban Construction Exploration & Surveying Design Research Institute Co., Ltd., Beijing 100084, China)
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摘要 针对温州软土修正剑桥模型(modified Cam-Clay model, MCC)核心参数取土扰动大、传统经验取值难以反映真实力学性状的难题,提出一种基于改进拉丁超立方麻雀搜索算法(improved Latin hypercube sparrow search algorithm, ILHSSA)与有限元软件联合的智能反演方法。首先,以温州典型软土深基坑为依托工程,基于地勘报告划定参数反演区间。通过三维有限元局部敏感性分析进行参数降维,确立了以Mλκe?为变量的四维反演超平面。其次,为克服静态代理模型易引入拟合误差的缺陷,构建了MATLAB与ABAQUS交互的动态联合仿真架构。该架构以实测与计算位移的均方根误差为适应度函数,引入拉丁超立方抽样(Latin hypercube sampling, LHS)重构初始种群解空间。最后,利用该联合仿真架构对温州地区软土MCC模型参数进行参数反演。研究结果表明,通过最优反演参数正演计算得到的基坑支护侧移曲线与现场实测数据吻合度较高,有效规避了传统地质勘察经验取值的主观性与局限性;针对恶劣的现场监测环境,分析了不同信噪比环境噪声干扰对参数反演偏移率的影响,验证了该反演机制的抗噪稳定性。研究成果可为相似地质条件下的软土深基坑变形预测与参数反演提供理论依据和实践指导。
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宋来福
尹项涛
陈佳楠
汪一村
胡家庆
关键词:  温州软土  深基坑工程  修正剑桥模型  参数反演  ILHSSA算法  联合仿真    
Abstract: To address the challenges of severe soil sampling disturbance and the inability of traditional empirical values to reflect the true mechanical behaviors of the Modified Cam-Clay (MCC) model parameters for Wenzhou soft soil, an intelligent inversion method combining an Improved Latin Hypercube Sparrow Search Algorithm (ILHSSA) and finite element software was proposed. First, based on a typical deep foundation pit project in Wenzhou soft soil, the prior parameter inversion intervals were delineated using geological investigation reports. Through local sensitivity analysis via a 3D finite element model, dimensionality reduction was conducted, and a four-dimensional inversion hyperplane was established with M, λ,κ,and e? as variables. Second, to overcome the limitation of fitting errors commonly introduced by static surrogate models, a dynamic co-simulation framework interacting between MATLAB and ABAQUS was constructed. The Root Mean Square Error (ERMS) between the measured and calculated displacements was defined as the fitness function, and Latin Hypercube Sampling (LHS) was introduced to reconstruct the initial population solution space. Finally, the proposed co-simulation framework was employed to perform global iterative inversion of the MCC model parameters for the soft soil in the Wenzhou area. The research results demonstrated that the forward-calculated lateral displacement curve of the retaining structure, utilizing the optimally inverted parameters, agreed well with the field-measured data. This effectively circumvented the subjectivity and limitations associated with conventional empirical parameter selection from geological surveys. Furthermore, considering the harsh field monitoring environment, the impact of environmental noise interference under varying signal-to-noise ratios on the parameter inversion deviation rate was analyzed, which verified the anti-noise robustness of the proposed inversion mechanism. These findings offered a theoretical basis and practical guidance for deformation prediction and parameter inversion in deep foundation pit engineering within similar soft soil geological conditions.
Key words:  Wenzhou soft soil    deep foundation pit engineering    modified Cam-Clay model    parameter inversion    ILHSSA algorithm    co-simulation
收稿日期:  2026-06-05      修回日期:  2026-06-27      发布日期:  2026-08-23     
中图分类号:  TU43  
  TP18  
基金资助: 国家自然科学基金资助项目(52378364)
通讯作者:  汪一村(1980—),男,湖北武汉人,高级工程师,硕士,注册岩土工程师,主要研究方向为深度学习在隧道地下工程的应用。    E-mail:  wangyicun@cki.com.cn
作者简介:  宋来福(1985—),男,辽宁丹东人,副教授,硕士生导师,博士,主要研究方向为地下工程与岩土工程。E-mail:son-glaifu_jia@ wzu.edu.cn
引用本文:    
宋来福, 尹项涛, 陈佳楠, 汪一村, 胡家庆. 一种改进的麻雀搜索算法用于MCC本构模型参数的反演研究[J]. 隧道与地下工程灾害防治, .
Song Laifu, Yin Xiangtao, Chen Jianan, Wang Yicun, Hu Jiaqing. Parameter inversion of modified cam-clay constitutive model based on an improved sparrow search algorithm. Hazard Control in Tunnelling and Underground Engineering, 0, (): 1-18.
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