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Advantages of Using Wheel Rolling Radius for Calculating Friction Characteristics in Wheel-to-Road Contact Patch

机译:使用车轮轧制半径的优点,用于计算轮到路接触贴片中的摩擦​​特性

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When improving the design of electronic control devices and car stability control system algorithms based on maximizing the road-tire friction coefficients, one has to evaluate the friction between the elastic wheel and the bearing surface. Φ-s_x-diagrams are simulated to that end. These are the dependencies of the friction coefficients on the wheel sliding. What they look like depends, aside from external conditions (type of coating, lateral forces, etc.), on the law of contact-patch sliding increase, which in its turn depends on multiple factors including the estimated radius of the wheel. As of today, free radius, dynamic radius, and rolling radius values are used to that end. In this case, the difference between them can reach up to 20%, depending on the value of the tire radial deformation. Despite the large number of studies on the theory of rolling wheels, experts still have not developed a consensus on what radius should be used for these purposes, which, naturally, is accompanied by a difference in the calculations in which these radii are used. The researchers prove the advantages of using the estimated kinematic radius and propose a correlation for calculating it. Herein are presented Φ-s_x-diagrams for different radii.
机译:当基于最大化的道路轮胎摩擦系数改善电子控制装置和汽车稳定性控制系统算法的设计时,必须评估弹性轮和轴承表面之间的摩擦。 φ-s_x图被模拟到该端。这些是车轮滑动上的摩擦系数的依赖性。除了外部条件(涂覆的类型,侧向力等)之外,它们看起来依赖于接触式滑块的规律,其转弯依赖于包括车轮估计半径的多个因素。截至当今,自由半径,动态半径和滚动半径值用于该端。在这种情况下,取决于轮胎径向变形的值,它们之间的差异可达高达20%。尽管对滚轮理论进行了大量的研究,但专家仍然没有在这些目的用于这些目的的基础上的共识,这自然是伴随着使用这些半径的计算的差异。研究人员证明了使用估计的运动半径的优点,并提出了计算它的相关性。这里呈现出不同的半径的φ-s_x图。

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