制动力计算中索具效率的简化表示

G. Booth, A. Prabhakaran, S. Punwani, M. Stewart
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引用次数: 0

摘要

提出了一种轨道车辆闸瓦力与有效制动缸压力成线性关系的预测方法。从历史上看,制动力被计算为气缸压力、气缸面积、索具杠杆率和整体系统效率系数的乘积。考虑到摩擦力和其他损失的效率因子是制动缸压力的非线性函数。这里提出的方法使用了一个改进的制动力公式,它不需要效率的非线性表示。相反,制动力表示为有效(或净)气缸压力的线性函数。有效汽缸压力是实际汽缸压力减去初始汽缸压力所需的设置制动蹄片对车轮,没有净力传递给车轮。这种确定制动力的方法可以更清楚地了解索具效率的作用,将其分解为固定损失(如返回弹簧力)和与负载成正比的纯摩擦损失(如销摩擦)。与使用非线性索具效率的传统方法(如上所述)相比,这种计算闸瓦力作为有效气缸压力函数的方法具有几个优点:数学公式更合适地表示了制动气缸和索具的相关物理方面;避免了不同索具类型效率的复杂曲线拟合表示;蹄瓦力作为气缸压力的函数(对于给定的车辆)仅用两个参数来表征,每个参数都有明确的物理含义,并且可以使用普通制动系统测量技术很容易地确定任何特定的汽车。已发表的关于各种类型汽车索具的效率及其对实测数据的近似的讨论与主题方法的预测结果进行了比较,并显示出密切的相关性
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Simplified representation of rigging efficiency in brake force calculation
A method is presented for predicting brake shoe force of a rail vehicle as a linear function of effective brake cylinder pressure. Historically, the braking force has been calculated as the product of cylinder pressure, cylinder area, rigging leverage ratio, and an overall system efficiency factor. The efficiency factor, which takes into account frictional forces and other losses, is a non-linear function of brake cylinder pressure. The method presented here uses a modified formulation for braking force that does not require a non-linear representation of efficiency. Instead, the braking force is represented as a linear function of effective (or net) cylinder pressure. Effective cylinder pressure is the actual cylinder pressure reduced by the initial cylinder pressure required to set the brake shoes against the wheels with no net force transmitted to the wheels. This method of determining the braking force allows a clearer understanding of the role of rigging efficiency, breaking it into fixed losses (such as return spring force) and purely frictional losses that are directly proportional to load (such as pin friction). This approach for calculating brake shoe force as a function of effective cylinder pressure has several advantages over the conventional method (as described above) using nonlinear rigging efficiency: the mathematical formulation is a more appropriate representation of the pertinent physical aspects of the brake cylinder and rigging; complex curve-fit representations of efficiency for different rigging types are avoided; shoe force as a function of cylinder pressure is characterized (for a given vehicle) by just two parameters, each of which has a clear physical meaning and may be readily determined for any particular car using common brake system measurement techniques. Published discussions of efficiency and its approximation to measured data for various types of car rigging are compared with predictions from the subject method and show close correlation
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