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百万发体育洗码:博士生方斌CSC公派回国及IDETC-CIE2019国际会议参会报告

发布时间:2020-12-21 点击数:

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报告时间:20201224 (星期四) 17:00

地点:曲江校区智能制造创新中心南一楼A301会议室

汇报人:方


1.Two-years studying in 永利高代理佣金结算 as a visiting student researcher

留学单位:美国伊利诺伊大学厄巴纳-香槟分校
留学时间:2018.11~2020.11
Abstract:

In the past two years, Mr. Bin Fang was supported by CSC and performed his research work as a visiting student supervised by Prof. Alexander F.Vakakis and Lawrence A.Bergman at the Department of Mechanical Engineering, University of Illinois Urbana-Champaign, USA. His research interests mainly focus on the nonlinear dynamic analysis of the bearing-rotor system and non-smooth targeted energy transfer of the complex nonlinear system. In the presentation, Mr. Bin Fang will share his research and studying experience during the past two years in the US. In addition, the living and cultural experience will also be presented.


2.Presentation of attending The ASME International Design Engineering Technical Conferences & Computers and Information in Engineering Conference (IDETC/CIE)
会议时间: August 18-21, 2019
会议地点: Anaheim, California, USA参会论文信息:
Title: Study on the Dynamic Response of an Unbalanced Rotor System Supported by Ball Bearings
Authors: Bin Fang*, Jinhua Zhang, Ke Yan, Jun Hong

Abstract: This paper proposed a new four-degree-of-freedom dynamic model of the bearing-rotor system based on ball bearing without Raceway Control Hypothesis, and both the inertia forces of balls and the tilting motions of rotor are fully considering in the calculation of restoring forces and moments of ball bearings. Then the dynamic model is solved by the fourth-step Runge-Kutta method, and the dynamic responses of rotor system including the displacement, velocity and center orbits are obtained, and the influences of rotating speeds, eccentricity and symmetry of rotor are studied and analyzed. The results show that both the varying compliance of ball bearing and rotor eccentric force have a great influence on the dynamic responses and motion patterns of bearing-rotor system, and the titling motion of bearing-rotor should be considered in the analysis of asymmetric rotor or the symmetric rotor under some specific conditions.


地址:陕西省西安市咸宁西路28号 邮编:710049
           版权所有:西安交通大学机械学院 站点维护: 数据与信息中心 陕ICP备06008037号

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