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Numerical Investigation of Pressure Variation due to High-speed Maglev Trains Passing Each Other in Open Air

机译:由于高速磁悬浮列车在露天中通过的高速磁悬浮列车的数值研究

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Based on the compressible Navier-Stokes equations and k-£ turbulent model, a three-dimensional CFD model was built and Finite Volume Method (FVM) was used to simulate the pressure fluctuation due to the passage of two high-speed EMS maglev trains in open air in this paper. The CFD model employed the techniques of moving mesh and arbitrary connectivity to simulate the relative motion of two mesh blocks that define flow domains of the individual maglev train. The distance between the two tracks is 5.1 m and the speed of the maglev train varies from 200 km/h to 500 km/h. The height of the track is 10 m. On these conditions, the entire process of train nose passage was simulated. History of the pressure on the train surface was recorded. Numerical results are compared with that of field measurement and a qualitative agreement is found between them. The pressure variation is also computed when the distance between the two tracks varies from 4.9 m to 5.9 m at the train speed of 500 km/h. Based on the calculated results, according to different maximum tolerable pressure variation ΔPmax, the least distance between the two tracks of maglev train is proposed when the speed of the train is 500 km/h.
机译:基于可压缩Navier-Stokes方程和K-Inflowess型号,建立了一个三维CFD模型,采用了有限体积法(FVM)来模拟两个高速EMS Maglev列车的通过引起的压力波动本文露天。 CFD模型采用了移动网格和任意连接的技术来模拟两个网格块的相对运动,这些块定义各个Maglev列车的流动域。两条轨道之间的距离为5.1米,Maglev火车的速度从200 km / h变化到500 km / h。轨道的高度为10米。在这些条件下,模拟了火车鼻部通道的整个过程。记录了火车表面上压力的历史。将数值结果与现场测量结果进行比较,并且在它们之间发现了定性协议。当两条轨道之间的距离在500 km / h的火车速度从4.9米到5.9米之间变化时,还计算压力变化。基于计算结果,根据不同的最大可容许压力变化Δpmax,当火车的速度为500 km / h时,提出了两条磁悬浮列车之间的距离。

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