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Introduction of a wheel-rail and wheel-roller contact model for independent wheels in a multibody code

机译:引入了多体代码中用于独立车轮的轮-轨和轮-辊接触模型

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This paper reports the introduction of a contact model on multibody codes to simulate both wheel/rail and wheel/roller contact for independent wheel railway vehicle. The contact model has been developed both through external subroutines (used to develop the friction model and the determination of the creepages) and using standard element of the MBS code (used to define the kinematic constraints of the wheel). This model can be introduced in a general railway vehicle model with no limitations: each "contact element" so defined can be applied between two bodies of the MBS the one representing the wheel, the other the rail or the roller. It is possible to choose among several algorithms to solve the friction problem: the Fastsim code, the Polach's method, the linearized Kalker method or a simplified analytical method with saturation. It is also possible to perform simulations using constant value for the friction coefficient and for the normal load (fast simulations) or to use a nonlinear law for the friction coefficient and the actual value for the normal load on the wheel. Due to the structure of the code it is possible to change the shape of the wheels profiles during the simulations even if at the moment this features has not been introduced in the code. Finally, in the paper the behavior of a bogie on rail and on a roller is compared.
机译:本文报告介绍了一种基于多体代码的接触模型,以模拟独立轮式铁路车辆的轮/轨和轮/滚子接触。接触模型是通过外部子程序(用于开发摩擦模型和确定爬电距离)以及使用MBS代码的标准元素(用于定义车轮的运动学约束)开发的。该模型可以不受限制地引入一般的铁路车辆模型中:这样定义的每个“接触元件”都可以应用在MBS的两个主体之间,一个代表车轮,另一个代表轨道或滚子。可以选择多种算法来解决摩擦问题:Fastsim代码,Polach方法,线性化Kalker方法或具有饱和度的简化分析方法。也可以使用恒定值的摩擦系数和法向载荷进行模拟(快速模拟),或者使用非线性定律将摩擦系数和车轮法向载荷的实际值用于实际值。由于代码的结构,即使在代码中尚未引入此功能,也可以在模拟过程中更改车轮轮廓的形状。最后,在本文中比较了转向架在轨道和滚轮上的行为。

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