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Dynamic characteristics analysis of locomotive traction gear pair system under internal and external excitations

机译:内外激发下机车牵引齿轮对系统的动态特性分析

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PurposeAs the transmission component of a locomotive, the traction gear pair system has a direct effect on the stability and reliability of the whole machine. This paper aims to provide a detailed dynamic analysis for the traction system under internal and external excitations by numerical simulation.Design/methodology/approachA non-linear dynamic model of locomotive traction gear pair system is proposed, where the comprehensive time-varying meshing stiffness is obtained through the Ishikawa formula method and verified by the energy method, and then the sliding friction excitation is analyzed based on the location of the contact line. Meantime, the adhesion torque is constructed as a function of the adhesion-slip feature between wheelset and rail. Through Runge-Kutta numerical method, the system responses are studied with varying bifurcation parameters consisting of exciting frequency, load fluctuation, gear backlash, error fluctuation and friction coefficient. The dynamic behaviors of the system are analyzed and discussed from bifurcation diagram, time history, spectrum plot, phase portrait, Poincare map and three-dimensional frequency spectrum.FindingsThe analysis results reveal that as control parameters vary the system experiences complex transition among a diverse range of motion states such as one-periodic, multi-periodic and chaotic motions. Specifically, the significant difference in system bifurcation characteristics can be observed under different adhesion conditions. The suitable gear backlash and error fluctuation can avoid the chaotic motion, and thus, reduce the vibration amplitude of the system. Similarly, the increasing friction coefficient can also suppress the unstable state and improve the stability of the system.Originality/valueThe numerical results may provide a systemic understanding of dynamic characteristics and present some available information to design and optimize the transmission performance of the locomotive traction system.
机译:用于机车的传动部件的用途,牵引齿轮对系统对整个机器的稳定性和可靠性直接影响。本文的目的是通过数值模拟提供内部和外部激发下的牵引系统的详细动态分析。提出了机车牵引齿轮对系统的Inign/methodology/approacha非线性动态模型,其中综合时变啮合刚度是通过Ishikawa公式方法获得并通过能量法验证,然后基于接触线的位置分析滑动摩擦激励。同时,粘合扭矩构造成作为轮对和轨道之间的粘附滑动特征的函数。通过Runge-Kutta数值方法,采用不同的分叉参数研究了系统响应,包括励磁频率,负荷波动,齿轮间隙,误差波动和摩擦系数。分析和讨论了系统的动态行为,从分叉图,时间历史,频谱绘图,相位肖像,庞德地图和三维频谱.Findingsthe分析结果表明,随着控制参数改变系统在各种范围内经历复杂的转换运动状态,例如单周期性,多周期性和混沌动作。具体地,在不同的粘合条件下可以观察到系统分叉特性的显着差异。合适的齿轮间隙和误差波动可以避免混沌运动,从而降低系统的振动幅度。类似地,增加的摩擦系数也可以抑制不稳定的状态并提高系统的稳定性。程度/估值数值结果可以提供对动态特性的系统理解,并提供一些可用信息来设计和优化机车牵引系统的传输性能。 。

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