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Multi-objective optimisation of transition zones between slab track and ballasted track using a genetic algorithm

机译:使用遗传算法的板轨道与镇流轨道之间过渡区域的多目标优化

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The vertical dynamic vehicle-track interaction in a transition between ballasted track and slab track is simulated in the time domain using an extended state-space vector approach. A complex-valued modal superposition technique is applied for the linear, time-invariant and non-periodic finite element model of the railway track. By considering a multi-objective optimisation problem solved by a genetic algorithm, the maximum dynamic loads on the track structure are minimised with respect to the selected design variables. To reduce the risk of long-term degradation of track geometry due to ballast/subgrade settlement, the transition zone is designed to minimise the influence of the track stiffness gradient between the two different track forms. The methodology is demonstrated by minimising the maximum wheel-rail contact force and the maximum pressure between sleeper/panel and foundation, while the selected design variables are distributions of rail pad stiffness and sleeper spacing adjacent to the transition. From the solution of the optimisation problem, non-dominated fronts are obtained illustrating potential for a significant reduction of the dynamic loads. It is shown that the optimised design leads to a more uniform distribution of load on the foundation reducing the risk of differential track settlement. The influences of the length of the transition zone and direction of travel on the maximum dynamic loads are investigated. Prescribed irregularities in longitudinal level may be accounted for but have been neglected in the optimisation as the optimised design would be more influenced by the given irregularity than by the stiffness gradient. (C) 2019 Elsevier Ltd. All rights reserved.
机译:使用扩展的状态空间向量方法在时域中模拟镇流轨道和板轨道之间的过渡中的垂直动态车辆轨道相互作用。应用复值的模态叠加技术,用于铁路轨道的线性,时间不变和非周期性有限元模型。通过考虑通过遗传算法解决的多目标优化问题,相对于所选设计变量最小化轨道结构上的最大动态载荷。为了降低由于镇流器/路基沉降而导致轨道几何形状的长期劣化的风险,转换区域旨在最小化两种不同轨道形式之间的轨道刚度梯度的影响。通过最小的轮轨接触力和睡眠/面板和基础之间的最大压力来证明方法,而选定的设计变量是轨道垫刚度和卧式间距的分布。从优化问题的解决方案中,获得非主导的前端,示出了动态负载显着降低的电位。结果表明,优化的设计导致基础上的负荷分布更均匀地降低了差动轨道沉降的风险。研究了过渡区长度和行进方向对最大动态载荷的影响。在纵向水平中规定的不规则性可能会被占据但在优化中被忽略,因为优化的设计将受到给定的不规则性的影响而不是通过刚度梯度影响。 (c)2019 Elsevier Ltd.保留所有权利。

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