Dynamic modeling and piezoelectric active vibration control of a thin-walled hull for autonomous underwater vehicles

IF 2.3 3区 工程技术 Q2 ACOUSTICS Journal of Vibration and Control Pub Date : 2024-07-21 DOI:10.1177/10775463241266868
Chong Li, Xin Bai, Pingchang Wang, Jiwen Fang, Mingming Lv
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Abstract

To solve the vibration problem of the thin-walled hull of AUVs, a piezoelectric active control method is used to suppress the vibration of the hull. Adopting improved Donnell–Mushtari theory, the thin-walled cylindrical hull of the AUV was theoretically modeled, and the natural frequency of the system was solved by numerical analysis. Based on the established dynamic equations, the PID controller and fuzzy PID controller were designed. An experimental platform for vibration control was set up to test the active vibration control of a thin-walled hull under transient, sinusoidal, and random excitations. The results show that the minimum natural frequency of the selected experimental hull is 588.1 Hz, and the error between the theoretically calculated and the simulated frequency of the first six orders is less than 1%. Under the fuzzy PID control, the stability time of the hull vibration with transient excitation is reduced by 43%, whereas the active vibration control effect can reach 31.4% with the sinusoidal excitation of 10 Hz. The results of the study provide theoretical basis and experimental support for the vibration control of AUVs.
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自主潜水器薄壁船体的动态建模和压电主动振动控制
为解决自动潜航器薄壁船体的振动问题,采用压电主动控制方法抑制船体振动。采用改进的 Donnell-Mushtari 理论,对 AUV 薄壁圆柱形船体进行了理论建模,并通过数值分析求解了系统的固有频率。根据建立的动态方程,设计了 PID 控制器和模糊 PID 控制器。建立了振动控制实验平台,测试了薄壁船体在瞬态、正弦和随机激励下的主动振动控制。结果表明,所选实验船体的最小固有频率为 588.1 Hz,理论计算频率与模拟频率的前六阶误差小于 1%。在模糊 PID 控制下,船体振动在瞬态激励下的稳定时间缩短了 43%,而在 10 Hz 正弦激励下的主动振动控制效果可达 31.4%。研究结果为 AUV 的振动控制提供了理论依据和实验支持。
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来源期刊
Journal of Vibration and Control
Journal of Vibration and Control 工程技术-工程:机械
CiteScore
5.20
自引率
17.90%
发文量
336
审稿时长
6 months
期刊介绍: The Journal of Vibration and Control is a peer-reviewed journal of analytical, computational and experimental studies of vibration phenomena and their control. The scope encompasses all linear and nonlinear vibration phenomena and covers topics such as: vibration and control of structures and machinery, signal analysis, aeroelasticity, neural networks, structural control and acoustics, noise and noise control, waves in solids and fluids and shock waves.
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