[1] W.X. Zhou, K. Luo, Qiang Tian, Haiyan Hu*. A two-field proper orthogonal decomposition for nonlinear model reduction via a Hellinger-Reissner variational formulation. Computer Methods in Applied Mechanics and Engineering, 446(Part B): 118325 (2025).
[2] T.T. Tang, K. Luo*, Q. Tian , H.Y. Hu. Dynamic reconstruction of signed distance field for efficient contact analysis of irregular deformable bodies. Computer Methods in Applied Mechanics and Engineering, 445: 118237 (2025).
[3] Y.C. Wang, B. Tao, K. Luo*, Q. Tian, H.Y. Hu. Dynamic modeling and control of hard-magneto-viscoelastic plates. Mechanical Systems and Signal Processing, 237: 113069 (2025).
[4] W.X. Zhou, K. Luo*, Q. Tian, H.Y. Hu. Highly-efficient dynamics simulation of flexible mechanical systems via the hyper reduction method of POD-based hybrid strains. Mechanical Systems and Signal Processing, 230: 112638 (2025).
[5] Y.H. Liu, K. Luo*, Q. Tian, H.Y. Hu. Force-guided heuristic kinematics control of a continuum robot with variable curvatures. Mechanism and Machine Theory, 209: 106007 (2025).
[6] 胡海岩*, 田强, 文浩, 罗凯, 马小飞. 极大空间结构在轨组装的动力学与控制. 力学进展, 55(1): 1-29 (2025).
[7] Y.H. Liu, K. Luo*, Q. Tian, H.Y. Hu. Nonlinear dynamics design for in-space assembly motion of manipulators on flexible base structures. Nonlinear Dynamics, 113: 9485-9507 (2025).
[8] K. Wang, K. Luo*, Q. Tian. Nonsmooth model order reduction for transient tire–road dynamics of frictional contact with ALE formulations. Nonlinear Dynamics, 112: 18847-18868 (2024).
[9] Y.C. Wang, Y.F. Qin, K. Luo*, Q. Tian, H.Y. Hu. Dynamic modeling and simulation of hard-magnetic soft beams interacting with environment via high-order finite elements of ANCF. International Journal of Engineering Science, 202: 104102 (2024).
[10] B. Tao, K. Luo*, Q. Tian, H.Y. Hu. Inverse dynamic design for motion control of soft machines driven by dielectric elastomer actuators. International Journal of Mechanical Sciences, 273: 109213 (2024).
[11] T.T. Tang, W.X. Zhou, K. Luo*, Q. Tian, H.Y. Hu. Dynamic modeling and analysis of discontinuous wave propagation in a rod. Journal of Sound and Vibration, 569: 117991 (2024).
[12] Y.C. Wang, Y.X. Liu, K. Luo*, Q. Tian, H.Y. Hu. Twisting tubes as soft robotic valves. International Journal of Mechanical Sciences, 260: 108655 (2023).
[13] W.X. Zhou, K. Luo*, Q. Tian, H.Y. Hu. Distributed Actuation Optimization of In-Orbit Membrane Structures Based on Clustering. AIAA Journal, 61(1): 444–453 (2023).
[14] Y.H. Liu, K. Luo*, S. Wang, X. Song, Z. Zhang, Q. Tian, H.Y. Hu. A Soft and Bistable Gripper with Adjustable Energy Barrier for Fast Capture in Space. Soft Robotics, 10(1): 77–87 (2023).
[15] P. Zhang, Z. Yan, K. Luo*, Q. Tian*. Optimal Design of Electrode Topology of Dielectric Elastomer Actuators Based on the Parameterized Level Set Method. Soft Robotics, 10(1): 106–118 (2023).
[16] 闫子文, 罗凯*, 田强. 自传感介电弹性体执行器的动力学设计及应用. 动力学与控制学报, 21(5): 1-15 (2023).
[17] J. Kim, K. Luo, Z. Suo*. A Chemical Pump that Generates High-Pressure Gas by Transmitting Liquid Fuel against Pressure Gradient. Advanced Intelligent Systems, 2100246: 1–8 (2022).
[18] Q. Tian, P. Zhang, K. Luo*. Dynamics of soft mechanical systems actuated by dielectric elastomers. Mechanical Systems and Signal Processing, 151: 107392 (2021).
[19] 陈占魁, 罗凯*, 田强. 张拉整体结构的动力学等效建模与实验验证. 力学学报, 53(6): 1698–1711 (2021).
[20] K. Luo*, Q. Tian, H. Y. Hu. Dynamic modeling, simulation and design of smart membrane systems driven by soft actuators of multilayer dielectric elastomers. Nonlinear Dynamics, 102: 1463–1483 (2020).
[21] 罗凯*, 田强, 胡海岩. 软机器动力学建模与仿真研究进展. 中国科学: 物理学 力学 天文学, 50(9): 090006 (2020).
[22] K. Luo#, P. Rothemund#, G. M. Whitesides, Z. Suo*. Soft kink valves. Journal of the Mechanics and Physics of Solids, 131: 230–239 (2019).
[23] K. Luo, H. Y. Hu*, C. Liu, Q. Tian. Model order reduction for dynamic simulation of a flexible multibody system via absolute nodal coordinate formulation. Computer Methods in Applied Mechanics and Engineering, 324: 573–594 (2017).
[24] K. Luo, C. Liu*, Q. Tian, H. Y. Hu. An efficient model reduction method for buckling analyses of thin shells based on IGA. Computer Methods in Applied Mechanics and Engineering, 309: 243–268 (2016).
[25] K. Luo, C. Liu*, Q. Tian, H. Y. Hu. Nonlinear static and dynamic analysis of hyper-elastic thin shells via the absolute nodal coordinate formulation. Nonlinear Dynamics, 85(2): 949–971 (2016).
(*代表通讯作者,#代表共同作者)