Journal of Jilin University(Engineering and Technology Edition) ›› 2025, Vol. 55 ›› Issue (9): 2902-2912.doi: 10.13229/j.cnki.jdxbgxb.20240141

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Control method of suspension system of variable⁃gauge train based on double sliding surfaces approach

Yu-mei LIU1(),Hong-peng CHEN1,Jiao-jiao ZHUANG2,Rong CHEN1,Meng-yu WANG1   

  1. 1.College of Transportation,Jilin University,Changchun 130022,China
    2.School of Mechanical and Vehicle Engineering,Linyi University,Linyi 276000,China
  • Received:2024-02-04 Online:2025-09-01 Published:2025-11-14

Abstract:

To enhance the operational performance of high-speed variable-gauge trains on different gauge lines,a semi-active control method based on double sliding surfaces was used to adjust the damping force of air springs and magnetorheological (MR) dampers in the secondary suspension.Based on double sliding surfaces,a quarter-vehicle fractional-order skyhook damping control reference model was established,and a double sliding surface controller was designed.The semi-active controller was applied to secondary air springs and transverse magnetorheological dampers.Finally,a joint simulation model of the whole vehicle for the variable-gauge train suspension system was constructed.The response performance to track irregularity excitation on 1 435 mm/1 520 mm gauges is analyzed to verify the effectiveness of the semi-active control method on whole vehicle.

Key words: railway transport, variable-gauge trains, suspension system, double sliding surfaces control, dynamic performance

CLC Number: 

  • U260

Fig.1

Model of two degree of freedom semi-active suspension system of quarter-vehicle"

Fig.2

Ideal ceiling damping model"

Fig.3

Quarter-vehicle semi-active suspension system model for rail vehicles"

Fig.4

Sliding mode semi-active control model based on double sliding surfaces"

Fig.5

Joint simulation schematic diagram"

Fig.6

Stability index of high-speed variable gauge train under different control modes"

Fig.7

Vibration acceleration of vehicle body under different speed classes (1 435 mm gauge)"

Fig.8

Vehicle body acceleration under different speed levels (1 520 mm gauge)"

Table 1

Comparison of running quality indexes under different speed classes (1 435 mm gauge)"

运行品质评价指标控制方式或改善率车辆运行速度/(km·h-1
250300350400
垂向加速度峰值标准差被动控制0.1400.1570.1770.195
双滑模面滑模控制0.0970.1050.1170.136
垂向加速度峰值均值被动控制0.8100.9451.0601.272
双滑模面滑模控制0.5610.6700.7300.858
垂向评定值被动控制1.1181.2901.4501.701
双滑模面滑模控制0.7740.9010.9871.157
改善率/%30.830.231.932.0
横向加速度峰值标准差被动控制0.0990.1150.1360.165
双滑模面滑模控制0.0640.0850.1060.121
横向加速度峰值均值被动控制0.7070.7440.8411.079
双滑模面滑模控制0.4810.5540.6320.747
横向评定值被动控制0.9250.9971.1401.442
双滑模面滑模控制0.6220.7410.8651.013
改善率/%32.725.724.129.8

Table 2

Comparison of running quality indexes under different speed classes (1 520 mm gauge)"

运行品质评价指标控制方式或改善率车辆运行速度/(km·h-1
250300350400
垂向加速度峰值标准差被动控制0.1230.1690.1890.211
双滑模面滑模控制0.0820.1150.1280.141
垂向加速度峰值均值被动控制0.7980.9661.0711.196
双滑模面滑模控制0.5890.6720.7430.877
垂向评定值被动控制1.0681.3371.4861.660
双滑模面滑模控制0.7690.9251.0251.187
改善率/%28.030.831.028.5
横向加速度峰值标准差被动控制0.1140.1410.1590.184
双滑模面滑模控制0.0850.1020.1100.147
横向加速度峰值均值被动控制0.6550.8161.0011.112
双滑模面滑模控制0.4570.5720.6310.767
横向评定值被动控制0.9051.1261.3501.516
双滑模面滑模控制0.6440.7960.8731.090
改善率/%28.829.335.328.1

Fig.9

Frequency domain diagram of vehicle body vibration acceleration"

Fig.10

Power spectrum of vehicle body vibration acceleration"

Table 3

Comparison of running stability indexes under different speed classes (1 435 mm gauge)"

运行平稳性评价指标控制方式或改善率车辆运行速度/(km·h-1
250300350400
垂向平稳性指标被动控制2.2702.4672.5592.648
单滑模面控制2.1032.2542.3212.427
双滑模面滑模控制2.0432.1662.2692.348
相对被动控制改善率/%10.012.211.311.3
相对单滑模面控制改善率/%4.93.92.23.3
横向平稳性指标被动控制2.1052.2602.3502.661
单滑模面控制1.9352.1272.2282.489
双滑模面滑模控制1.8572.0652.1672.425
相对被动控制改善率/%11.88.67.88.9
相对单滑模面控制改善率/%4.02.92.72.6

Table 4

Comparison of running stability indexes under different speed classes (1 520 mm gauge)"

运行平稳性评价指标控制方式或改善率车辆运行速度/(km·h-1
250300350400
垂向平稳性指标被动控制2.2472.3952.4882.603
单滑模面控制2.1242.2872.3792.463
双滑模面滑模控制2.0562.2072.3142.403
相对被动控制改善率/%8.57.97.07.7
相对单滑模面控制改善率/%3.23.52.72.4
横向平稳性指标被动控制2.1562.3412.5012.609
单滑模面控制2.0582.2432.3552.467
双滑模面滑模控制1.9942.1742.2722.393
相对被动控制改善率/%7.57.19.28.3
相对单滑模面控制改善率/%3.13.13.53.0
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