Model Validation of Rigid Body Tilting of Deformed Spinning Discs with Spline-Guided Constraints

IF 1.5 4区 工程技术 Q3 ENGINEERING, MECHANICAL
J. Xue, B. Ma, M. Chen, L. Yu, L. Zheng
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引用次数: 0

Abstract

This paper analyzes the rigid body tilting of the spinning disc with a spline-guided boundary condition. Firstly, a comprehensive dynamic model of the flat disc is built to illustrate the general forces during rigid body tilting. On this basis, the tilting model of deformed discs is derived by introducing the shape function. Also, the model accounts for friction at the spline interface, constraints on the tilting angle, and the impact force experienced with the boundary during the tilting motion. A test rig is designed to evaluate the accuracy of the model, and the similarity between experimental and simulated signals is compared in both the time domain and frequency domain. The results show that the rotational speed increases the spectral amplitude associated with boundary impact, whereas disc deformation contributes to variations in the frequency bands of spectral peaks, resulting in the emergence of spectral peaks at higher frequencies.

Abstract Image

Abstract Image

带花键引导约束的变形旋转盘刚体倾斜模型验证
本文分析了带有花键引导边界条件的旋转圆盘的刚体倾斜。首先,建立了平面圆盘的综合动态模型,以说明刚体倾斜过程中的一般力。在此基础上,通过引入形状函数推导出变形圆盘的倾斜模型。此外,该模型还考虑了花键接口处的摩擦力、倾斜角度的限制以及倾斜运动过程中与边界的冲击力。为了评估模型的准确性,设计了一个测试平台,并在时域和频域上比较了实验信号和模拟信号的相似性。结果表明,转速会增加与边界撞击相关的频谱振幅,而圆盘变形会导致频谱峰的频带发生变化,从而出现更高频率的频谱峰。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Experimental Techniques
Experimental Techniques 工程技术-材料科学:表征与测试
CiteScore
3.50
自引率
6.20%
发文量
88
审稿时长
5.2 months
期刊介绍: Experimental Techniques is a bimonthly interdisciplinary publication of the Society for Experimental Mechanics focusing on the development, application and tutorial of experimental mechanics techniques. The purpose for Experimental Techniques is to promote pedagogical, technical and practical advancements in experimental mechanics while supporting the Society''s mission and commitment to interdisciplinary application, research and development, education, and active promotion of experimental methods to: - Increase the knowledge of physical phenomena - Further the understanding of the behavior of materials, structures, and systems - Provide the necessary physical observations necessary to improve and assess new analytical and computational approaches.
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