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WEIGHTED ORTHOGONAL DISTANCE REGRESSION FOR TIRE MODELS PARAMETERS IDENTIFICATION

机译:轮胎模型参数识别的加权正交距离回归

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Determining the parameters in existing tire models (e.g. Magic Formula (MF)) for calculating longitudinal and lateral forces depending on the tire slip is often based on standard least squares techniques. This type of optimization minimizes the vertical differences in the ordinate axis between the test data and the chosen tire model. Although the practice is to use this type of optimization in adjusting those model parameters, it should be noted that this approach disregards the errors that have been committed in the measurement of tire slips. These inaccuracies in the measured data affect the optimum parameters of the model, producing non optimum models. This paper presents a methodology to improve the fitting of mathematical tire models on available test data, taking into account the vertical errors together with errors in the independent variable.
机译:根据轮胎滑移计算用于计算纵向和横向力的现有轮胎模型中的参数(例如,魔术公式(MF))通常基于标准最小二乘技术。这种类型的优化最小化了测试数据与所选轮胎模型之间纵坐标轴的垂直差异。虽然这种做法是在调整这些模型参数时使用这种类型的优化,但应该指出的是,这种方法忽略了在测量轮胎滑动中犯下的错误。测量数据中的这些不准确性会影响模型的最佳参数,产生非优化模型。本文介绍了改进数学轮胎模型对可用测试数据的拟合的方法,考虑到垂直误差以及独立变量中的错误。

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