MATLAB Simulation and Analysis of Effect of Stiffness to Damping Ratio and Variable Road Elevations on Vehicular Driving Comfort and Safety

Q3 Social Sciences
M. Iskandarani
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引用次数: 0

Abstract

In this work, it is proposed that the use of variation in Tire Spring Length (Ls (Tire)), Suspension Spring Length (Ls (Suspension)) together with changes in Sprung Mass Acceleration (SMA), all as a function of Suspension Stiffness to Damping Ratio (k:c) and Road Elevation (E), will provide the required indicators to enable vehicle drive strategy and optimize autonomous vehicle automatic selection. MATLAB simulation is performed using three main k:c ratios (1, 20, 0.27) and three main road elevations (1, 3, 5) to achieve the stated objective of this work. It is shown through this work that there is a relationship between spring length variation for both tire and suspension, road elevation, and sprung mass acceleration, such that driving strategy can be optimized according to road profile and k:c ratio using these parameters and the intersection of points between tire spring length variation and suspension spring length variation as a function of time and road elevation. Criteria are established in this research for the design and operation of driving strategy, such that three points of selection are used to enable either comfort or handling mode driving strategy. The final findings confirmed that for better handling, the Spring Length Variation Ratio (SLVR) should be less than one, with a steady increase in SMA and a minimum number of intersections between the tire spring length variation curve and suspension spring variation length curve as a function of road elevation and time. The presented work suggested through Tables 6 and 7 criteria to enable design for mode switching of autonomous vehicles as a function of road conditions.
刚度阻尼比和变高程对车辆行驶舒适性和安全性影响的MATLAB仿真分析
在这项工作中,建议使用轮胎弹簧长度(Ls(Tire))、悬架弹簧长度(L s(Suspension))的变化以及加速质量加速度(SMA)的变化,所有这些都是悬架刚度与阻尼比(k:c)和道路高程(E)的函数,将提供所需的指标,以实现车辆驾驶策略并优化自动驾驶汽车的自动选择。使用三个主要k:c比率(1、20、0.27)和三个主要道路高程(1、3、5)进行MATLAB模拟,以实现本工作的既定目标。通过这项工作表明,轮胎和悬架的弹簧长度变化、道路高程和簧载质量加速度之间存在关系,使得使用这些参数以及轮胎弹簧长度变化和悬架弹簧长度变化之间的点的交点作为时间和道路高程的函数,可以根据道路轮廓和k:c比来优化驾驶策略。本研究为驾驶策略的设计和操作制定了标准,使用三个选择点来实现舒适性或操控模式驾驶策略。最终结果证实,为了更好地操纵,弹簧长度变化率(SLVR)应小于1,SMA稳步增加,轮胎弹簧长度变化曲线和悬架弹簧变化长度曲线之间的交叉点数量最小,作为道路高程和时间的函数。所提出的工作通过表6和表7的标准提出,以使自动驾驶汽车的模式切换设计成为道路条件的函数。
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
Open Transportation Journal
Open Transportation Journal Social Sciences-Transportation
CiteScore
2.10
自引率
0.00%
发文量
19
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