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基于描述函数法的直线增程器动力学模型极限环分析
引用本文:王哲,林炼炼,臧鹏飞,孙晨乐. 基于描述函数法的直线增程器动力学模型极限环分析[J]. 同济大学学报(自然科学版), 2018, 46(3): 0373-0381
作者姓名:王哲  林炼炼  臧鹏飞  孙晨乐
作者单位:同济大学,同济大学,同济大学,同济大学
基金项目:上海市科委项目(15DZ1201500)
摘    要:基于一个简化的直线増程器动力学模型,运用描述函数法在频域对直线増程器的极限环进行研究.以描述函数表示直线増程器动力学模型的非线性部分,利用描述函数和线性部分频率响应函数的图像对系统极限环的存在性、数量和稳定性进行了分析,进而求出极限环的近似频率和振幅.同时研究了直线増程器关键运行参数对极限环的频率、振幅和相对稳定性的影响.最后,以一样机的试验数据对分析结果进行试验验证.研究结果表明,在适当的系统参数下,直线増程器在物理约束范围内存在唯一的稳定极限环;喷油量和电磁力负载对极限环的频率和振幅都有影响;极限环的幅值与其相对稳定性存在关联.

关 键 词:直线増程器  极限环  描述函数  存在性  稳定性
收稿时间:2017-06-13
修稿时间:2017-09-06

Analysis of Limit Cycle of Dynamic Model of Linear Range Extender Based on Describing Function Method
WANG Zhe,LIN Lianlian,ZANG Pengfei and SUN Chenle. Analysis of Limit Cycle of Dynamic Model of Linear Range Extender Based on Describing Function Method[J]. Journal of Tongji University(Natural Science), 2018, 46(3): 0373-0381
Authors:WANG Zhe  LIN Lianlian  ZANG Pengfei  SUN Chenle
Affiliation:Clean Energy Automotive Engineering Center, Tongji University, Shanghai 201804, China,Clean Energy Automotive Engineering Center, Tongji University, Shanghai 201804, China,Clean Energy Automotive Engineering Center, Tongji University, Shanghai 201804, China and Clean Energy Automotive Engineering Center, Tongji University, Shanghai 201804, China
Abstract:According to a simplified dynamics model of linear range extender, the limit cycle of linear range extender was researched in frequency domain by describing function method. The nonlinear part of the linear range extender dynamics model was described by describing function, and the existence, quantity and stability of the system limit cycle were analyzed by using the image of describing function and the frequency transfer function, and then the approximate frequency and approximate amplitude of the limit cycle were obtained. This method can also explore the influence of the parameters of the linear range extender on the frequency, amplitude and relative stability of the limit cycles. Finally, the analysis results were verified by the experimental data of a prototype. The results show that, when the system parameters are appropriate, the linear range extender has the only stable limit cycle in the physical constraint range, and the cylinder pressure in the combustion and the electromagnetic force load have influence on the frequency and amplitude of the limit cycle; the amplitude of the limit cycle is related to its relative stability.
Keywords:linear range extender   limit cycle   describing function   existence   stability
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