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中文核心期刊

仿生准零刚度担架超低频半主动隔振设计与控制

Bio-Inspired Quasi-Zero Stiffness Stretcher: Ultralow-Frequency Semi-Active Vibration Isolation Design and Control

  • 摘要: 受鸟类下肢“M型”构造启发,提出一种集成电磁阻尼器的半主动仿生准零刚度结构超低频隔振系统,有效解决传统救护车担架在低频隔振中减振性能与静载稳定性难以协调的问题。首先,将鸟类下肢力学特性等效为准零刚度模型,引入电磁阻尼器动态阻尼调控机制,构建了具有高静刚度、低动刚度、阻尼可调于一体的半主动隔振系统,并采用谐波平衡法探讨关键参数对担架系统隔振性能的影响。在此基础上,通过非线性反步算法及阻尼力跟踪控制策略,实现了非线性半主动减振控制,有效拓宽了隔振频带并提升了系统稳定性。最后,开展了动态特性和减振性能台架实验,结果表明:提出的半主动仿生准零刚度超低频隔振系统及其控制策略,显著提高了担架的隔振性能和稳定性能,有效规避了非线性系统的不稳定跳跃现象。

     

    Abstract: Inspired by the “M-shaped” structure of bird legs, a semi-active bio-inspired quasi-zero stiffness ultralow-frequency vibration isolation system integrated with an electromagnetic damper is proposed. It effectively addresses the challenge that traditional ambulance stretchers face in balancing vibration reduction performance and static load stability during low-frequency isolation. First, the mechanical characteristics of bird legs are modeled as a quasi-zero stiffness system. By introducing the dynamic damping regulation mechanism of an electromagnetic damper, a semi-active vibration isolation system is constructed, featuring high static stiffness for load-bearing, low dynamic stiffness for vibration reduction, and adjustable damping. The harmonic balance method is employed to analyze how key parameters, such as the damping ratio, influence the stretcher system's vibration isolation performance. On this basis, nonlinear backstepping algorithm and damping force tracking control strategy are adopted to achieve nonlinear semi-active vibration reduction control, effectively expanding the vibration isolation frequency band and enhancing system stability. Finally, bench tests on dynamic characteristics and vibration reduction performance are conducted. The results demonstrate that the proposed semi-active bio-inspired quasi-zero stiffness ultralow-frequency vibration isolation system and its control strategy significantly improve the stretcher's vibration isolation efficiency and stability, while effectively preventing the unstable jump phenomenon in nonlinear systems.

     

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