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Uncertainty analysis of propulsion shafting vibration北大核心CSCD
引用本文:周慧慧,李增光,李天匀,朱翔,李清盛.Uncertainty analysis of propulsion shafting vibration北大核心CSCD[J].中国舰船研究,2023(2):235-242.
作者姓名:周慧慧  李增光  李天匀  朱翔  李清盛
作者单位:1.华中科技大学船舶与海洋工程学院430074;2.船舶与海洋水动力湖北省重点实验室430074;3.中国舰船研究设计中心201108;4.高新船舶与深海开发装备协同创新中心200240;
基金项目:国家自然科学基金资助项目(51839005,51879113)。
摘    要:[Objective]In view of the insufficient safety and reliability of the traditional deterministic vibration analysis of ship propulsion shafting system, the vibration response analysis of the shafting system under uncertain excitation conditions is carried out. [Methods]Using non-random vibration analysis based on non-probabilistic convex model process, the uncertain excitation and vibration response are described in the form of the upper and lower bounds of the interval to reduce dependence on a large amount of excitation sample data. Compared with the calculation results in the relevant literature, the validity of the program for solving the response bound of the two-degrees-of-freedom (2-DOFs) system is verified, and the uncertain vibration problem of the shafting system is then explored on this basis. [Results]The results show that when the shafting system is excited by ?30 N, 30 N] propeller laterally, a displacement response of the magnitude of about 10?6 m is generated at the bearing. It is also indicate that the shafting system is excited in a certain interval, so a certain interval response must be produced. [Conclusions]Applying the non-probabilistic convex model process and non-random vibration analysis to the field of the uncertain vibration analysis of ship propulsion shafting system, the vibration displacement response bound of the shafting under uncertain excitation conditions can be obtained with fewer excitation samples, thereby providing useful references for improving the robustness of the dynamic response prediction of ship propulsion shafting systems. © 2023 Chinese Journal of Ship Research. All rights reserved.

关 键 词:推进轴系  轴系振动  不确定性激励  动态响应边界  非概率凸模型  非随机振动分析
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