Simulation of а car parameters impact on the process of its acceleration

O. Osetrov, B. Chuchumenko
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Abstract

Goal. The purpose of the work is mathematical modeling of Daewoo Lanos passenger car acceleration dynamics. Methodology. The mathematical model is based on the methodology of E.A. Chudakov and N.A.Yakovlev. According to this method, the main factor that determines the current value of vehicle acceleration at an elementary speed section is the dynamic factor. This factor depends on the traction force, the air resistance force and the weight of the vehicle. The paper proposes formulas for determining the dynamic factor and parameters of vehicle acceleration at an elementary speed section, where gear shift takes place. The model is implemented in the MATLAB software environment. The software product allows to determine the parameters of the car during acceleration to the maximum speed when the engine is running at the external speed characteristic modes. Results Based on the results of mathematical modeling for the Daewoo Lanos car, the loads arising in the drive of the car were analyzed. It is shown that the tractive effort is mainly spent on overcoming the inertial forces, which at the beginning of the movement exceed the resistance forces of the road and air by more than 50 times. With an increase in the vehicle speed, the inertia force decreases and at a speed of 100 km / h it is only twice the other load components. It is shown that with the accepted initial data, the Daewoo Lanos car accelerates to 100 km/h in 17.7 s, which corresponds to the experimental data. The influence of the mass of the car, the rated power of the engine, the mode and time of gear shifting, the radius of the wheels, the height of the car, the coefficient of aerodynamic drag on the dynamics of acceleration of the car is analyzed. It was revealed that the vehicle weight and the nominal power of the engine affect the dynamics of acceleration from 0 to 100 km/h to the greatest extent. The influence of other parameters in the indicated speed range is not somewhat significant. The explanation of the obtained results is given. Practical value. The mathematical model presented in the work allows to determine the parameters of the engine and the car during acceleration, take into account the influence of the design and adjusting parameters of the engine and the car on these indicators, and carry out optimization studies.
仿真了汽车参数对其加速过程的影响
的目标。本文的目的是对大宇Lanos乘用车加速度动力学进行数学建模。方法。数学模型基于E.A. Chudakov和n.a.a yakovlev的方法论。根据该方法,决定初等速度段车辆加速度当前值的主要因素是动力因素。这个因素取决于牵引力、空气阻力和车辆的重量。本文提出了在基本速度段进行换挡时,确定车辆加速度动力因子和参数的公式。该模型在MATLAB软件环境下实现。该软件产品允许确定汽车在加速到最大速度时的参数,当发动机在外部速度特性模式下运行。结果根据大宇Lanos轿车的数学建模结果,分析了该轿车在行驶过程中产生的载荷。结果表明,牵引力主要用于克服惯性力,在运动开始时,惯性力超过道路和空气阻力的50倍以上。随着车速的增加,惯性力减小,在车速为100公里/小时时,其惯性力仅为其他载荷分量的两倍。结果表明,在接受的初始数据下,大宇Lanos轿车在17.7 s内加速到100 km/h,与实验数据相符。分析了汽车质量、发动机额定功率、换挡方式和换挡时间、车轮半径、汽车高度、气动阻力系数等因素对汽车加速度动力学的影响。结果表明,车辆重量和发动机标称功率对0 ~ 100 km/h加速动力学影响最大。在指示的速度范围内,其他参数的影响不太显著。对所得结果作了解释。实用价值。文中提出的数学模型可以确定发动机和汽车在加速过程中的参数,考虑发动机和汽车的设计和调整参数对这些指标的影响,并进行优化研究。
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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