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    Applied Mathematical Modelling

    Applied Mathematical Modelling

    JournalISSN 0307-904XeISSN 1872-8480中科院 工程技术 2区

    年发文量

    研究主题

    论文(12933)

    排序
    1NewNonlinear Proportional-Integral Control for Robust Stabilization of a Twin-Rotor System
    Patricio Ordaz,Mario Ordaz-Oliver, Omar Sandre-Hernández, Bonifacio Sánchez-Resendiz
    2027
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    2NewA Biomimetic Design and Hierarchical Coordinated Control for Hyper-Redundant Surgical Robots in Confined Space
    Zijie Yang, Shujian Zhang, Shuyue Zhang, Wanquan Liu,Jianqing Peng
    2027
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    3NewScour-induced Weakening Effect on the Lateral Response for Three Pile Types-Supported Offshore Wind Turbines in Clay: A Unified Analytical Framework
    Changbing Qin,Mingke Lin, Yiliang Yu,Kuanjun Wang,Hang Zhou,Hanlong Liu
    2027
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    4NewBipartite Flocking of Second-Order Multi-Agent Systems under Per-Link Denial-of-service Attacks over Quasi-Structurally Balanced Signed Networks
    Renlong Qi, Minghui Ma,Lei Shi,Taishan Lou,Yuzhao Jiao
    2027
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    5NewTransfer Learning-Enhanced Physics-Informed Neural Network for Uncertainty Propagation Analysis
    Haorui Zhang, Xinpeng Wei,Chao Jiang,Xiangyun Long

    This paper proposes an uncertainty propagation analysis method based on transfer learning-enhanced Physics-Informed Neural Networks. The proposed method establishes an efficient framework for response distribution reconstruction by sequentially evaluating reliability information at multiple response levels and reusing previously learned physical information between adjacent response points. By leveraging the ability of PINNs to capture underlying physical knowledge, the method avoids repeated calls to the true performance function. A transfer learning-enhanced iterative mechanism is then employed, in which network parameters are sequentially inherited between adjacent response points so that the learned physical information can be continually reused, thereby reducing redundant retraining and accelerating convergence. The iteration continues until a prescribed reliability threshold is reached, after which the resulting discrete reliability information is used to reconstruct the cumulative distribution function of the response. Four examples are used to illustrate the effectiveness of the proposed method.

    2027
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    立即登录,查看全部 12933 篇论文

    高被引作者

    作者引用发文
    Aibing Yu33697
    Haiping Zhu27011
    Mohamad Y. Jaber236638
    Paul W. Cleary225025
    Ian W Turner219733
    Fawang Liu208022
    Reza Tavakkoli-Moghaddam205219
    Mehdi Dehghan181322
    Mark Cross178033
    C.A. Brebbia151420

    高产作者

    作者引用发文
    Mohamad Y. Jaber236638
    Zhiyong Ai59834
    Mark Cross178033
    Ian W Turner219733
    Paul W. Cleary225025
    Zhenzhou Lv106223
    Mehdi Dehghan181322
    Fawang Liu208022
    Enmin Feng35321
    N. C. Markatos135421

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