速度抖动
刚度
结构工程
抗弯刚度
模态分析
情态动词
振动
工程类
抗弯刚度
弯曲
理论(学习稳定性)
灵活性(工程)
计算机科学
有限元法
数学
声学
材料科学
物理
经典力学
机器学习
高分子化学
统计
作者
Francesco Passigato,A. Schramm,Frank Diermeyer,Silvio Sorrentino,Achim Gordner,Alessandro De Felice
标识
DOI:10.1007/s11044-023-09899-4
摘要
Abstract In motorcycle dynamics, great importance is attributed to the study of the weave and wobble vibration modes and, in particular, to the effects of the flexibility of structural components on their stability. Therefore, appropriate motorcycle models for studying weave and wobble should include flexible elements for describing the flexural behavior of components such as the main frame, front assembly, and rear swingarm. Different approaches are possible for modeling flexibilities: the most common among them are the lumped stiffness and the flexible multibody approaches. While the latter certainly provides higher accuracy, the former has advantages in terms of computational load, but, above all, it makes it easier to understand in the design phase how technical parameters, such as torsional and bending stiffness of a given structural component, can influence the stability of weave and wobble. The accuracy of lumped stiffness models strongly depends on parameter identification. In this study, a general method is proposed to determine appropriate lumped stiffness parameters for any given motorcycle component. The proposed method is tested and validated by comparing the weave and wobble modal behavior with the results of flexible multibody analysis. The lumped stiffness model is then adopted to carry out a sensitivity analysis aimed at identifying the effects on the weave and wobble stability of the torsional and bending stiffness of specific structural components of the motorcycle to optimize their design.
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