面向汽车动力学仿真的道路不平度建模

Wen-lin Wang, Xinruo Hua
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The road theory and simulation approach obtained in this work could be useful and instructive for vehicle suspension development. Introduction Vehicle dynamics simulation plays an important role in modern vehicle design and development, especially in the process before any prototype is made. However, the simulation which is based on mature theory and data should be convincing and accurate enough to promote any decisions. In automotive suspension development, whether in the conventional suspension [1], or in the active [2, 3] suspension, or in modern air suspension [4-7], road input is crucial in vehicle vibration and suspension performance simulation, so it is meaningful to investigate the road roughness model and simulation approaches. In current automotive theories [8-10], although there are discussions about road roughness and its model, the theory and approach appear non-systematic or non-specific. 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摘要

研究道路不平度模型及其仿真方法对现代汽车悬架的设计与开发具有重要意义。本文系统地进行了路面粗糙度的数学建模,包括基于空间频率的路面粗糙度功率谱密度(PSD)建模、基于频率的路面粗糙度功率谱密度建模和基于时间域的路面粗糙度函数建模。然后利用所建立的频域和时域模型对道路粗糙度和道路分类进行仿真,最后将所建立的道路模型应用于某豪华轿车空气悬架的动力学仿真。仿真结果表明,所建立的道路模型和仿真方法具有较好的说服力和准确性。本文所获得的道路理论和仿真方法对车辆悬架的开发具有一定的指导意义。车辆动力学仿真在现代车辆的设计和开发中,特别是在原型制造前的过程中起着重要的作用。然而,基于成熟理论和数据的模拟应该具有足够的说服力和准确性,以促进任何决策。在汽车悬架发展过程中,无论是传统悬架[1],还是主动悬架[2,3],抑或是现代空气悬架[4-7],道路输入对车辆振动和悬架性能的仿真至关重要,因此研究道路不平度模型及其仿真方法具有重要意义。在目前的汽车理论中[8-10],虽然有关于道路不平整度及其模型的讨论,但其理论和方法显得不系统或不具体。本研究系统地开展了车辆系统动力学仿真中道路不平度的数学建模,包括基于空间频率的道路不平度功率谱密度(PSD)建模、基于频率的道路不平度功率谱密度建模以及基于时间域的道路不平度函数建模。然后利用所建立的频域和时域模型对道路粗糙度和道路分类进行仿真,最后将所建立的道路模型应用于某豪华轿车空气悬架的动力学仿真。仿真结果表明,所建立的道路模型和仿真方法具有较好的说服力和准确性。本文所获得的道路理论和仿真方法对车辆悬架的开发具有一定的指导意义。基于空间频率的道路不平度功率谱密度数学建模基于空间频率的道路不平度功率谱密度Gq(n)可以表示为
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modeling the Road Roughness for Automotive Dynamics Simulation
It is meaningful to investigate the road roughness model and simulation approach for modern vehicle suspension design and development. Mathematical modeling of the road roughness was systematically carried out in this study, which includes modeling the Power Spectral Density (PSD) of road roughness in terms of spatial frequency, modeling the PSD of road roughness in terms of frequency, and modeling the road roughness function in the time domain. Simulations of road roughness and road classification were then performed using the established frequency and time domain models, finally the road models were incorporated into the dynamics simulation of a luxury car with air suspension. Simulation results show that the road model and simulation approach are convincing and accurate. The road theory and simulation approach obtained in this work could be useful and instructive for vehicle suspension development. Introduction Vehicle dynamics simulation plays an important role in modern vehicle design and development, especially in the process before any prototype is made. However, the simulation which is based on mature theory and data should be convincing and accurate enough to promote any decisions. In automotive suspension development, whether in the conventional suspension [1], or in the active [2, 3] suspension, or in modern air suspension [4-7], road input is crucial in vehicle vibration and suspension performance simulation, so it is meaningful to investigate the road roughness model and simulation approaches. In current automotive theories [8-10], although there are discussions about road roughness and its model, the theory and approach appear non-systematic or non-specific. In this study, mathematical modeling of the road roughness for vehicle system dynamics simulation was systematically carried out, which includes modeling the Power Spectral Density (PSD) of road roughness in terms of spatial frequency, modeling the PSD of road roughness in terms of frequency, and modeling the road roughness function in the time domain. Simulation of road roughness and road classification were then performed using the established frequency and time domain models, finally the road models were incorporated into the dynamics simulation of a luxury car with air suspension. Simulation results show that the road model and simulation approach are convincing and accurate. The road theory and simulation approach obtained in this work could be useful and instructive for vehicle suspension development. Mathematical Modeling Power Spectral Density of Road Roughness in Terms of Spatial Frequency In term of spatial frequency, the power spectral density of road roughness Gq(n) can be formulated by
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