朱金杰

副研究员

副研究员 硕士生导师

所在单位:航空学院

学历:博士研究生毕业

科学研究

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研究领域

    研究领域:非线性随机动力学

    研究方向及近期研究兴趣:大偏差理论、相约化理论、随机相干振子、神经元动力系统、复杂系统同步及转迁、数据驱动、气动弹性问题等等。

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                               相约化理论

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                                                             大偏差理论

     

    近期相关论文:

    1. The escape problem and inverse stochastic resonance in a two-dimensional airfoil system driven by fractional

    Gaussian noise

    Zheng Wang, Jinjie Zhu, Xianbin Liu

    Physica D, 482, 134919 (2025)

    2. Complex synchronization transitions in globally coupled excitable systems with noise-induced coherent oscillations

    Jinjie Zhu, Yuzuru Kato, Hiroya Nakao

    Communications Physics, 8, 146 (2025)

    3. Complex stochastic resonance in a two-dimensional airfoil system

    Zheng Wang, Jinjie Zhu, Xianbin Liu

    Chaos, Solitons and Fractals, 196, 116320 (2025)

    4. Inverse stochastic resonance in a two-dimensional airfoil system with nonlinear pitching stiffness driven by

    L´evy noise

    Jinjie Zhu, Xianbin Liu

    Chaos, 35, 013145 (2025)

    5. Inverse stochastic resonance in adaptive small-world neural networks

    Marius E. Yamakou, Jinjie Zhu, Erik A. Martens

    Chaos, 34, 113119 (2024)

    6. Reduced-order dynamics of coupled self-induced stochastic resonance quasiperiodic oscillators driven by varying noise intensities

    Jinjie Zhu, Feng Zhao, Xianbin Liu

    Nonlinear Dynamics, 112, 17671-17681 (2024)

    7. Embedding phase reduction for fast-slow systems with noise-induced stochastic quasiperiodic orbits

    Jinjie Zhu

    Applied Mathematics and Computation, 465, 128422 (2024)

    8. Rotational stochastic resonance in multistable systems

    Jinjie Zhu, Feng Zhao, Yang Li, Xianbin Liu

    Physica A 634, 129473 (2024)

    9. Phase-amplitude reduction and optimal phase locking of collectively oscillating networks

    Petar Mircheski, Jinjie Zhu, Hiroya Nakao

    Chaos 33, 103111 (2023)

    10. Self-induced-stochastic-resonance breathing chimeras

    Jinjie Zhu, Marius E. Yamakou

    Physical Review E 108, L022204 (2023)

     


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