Hongjie Liu

Dr. Hongjie Liu

orcid

Research Focus & Metrics

Academic Career Length

17Years (2010-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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11 December 2018 in IEEE Transactions on Intelligent Transportation Systems
Verified
Journal Article
Closed access
HLHongjie Liu
Hongjie Liu
Mengchu ZhouMengchu Zhou
Mengchu Zhou
XGxiwang guo
xiwang guo
ZZZizhen Zhang
Zizhen Zhang
BNBin Ning
Bin Ning
TTTao Tang
Tao Tang

11 April 2023 in Transportation Research Part C: Emerging Technologies
Verified
Journal Article
Closed access
XLXiaolin Luo
Xiaolin Luo
TTTao Tang
Tao Tang
JYJiateng Yin
Jiateng Yin
HLHongjie Liu
Hongjie Liu

1 August 2021 in Actuators
Verified
Journal Article
Open access
PDF file
XLXiaolin Luo
Xiaolin Luo
TTTao Tang
Tao Tang
HLHongjie Liu
Hongjie Liu
LZLei Zhang
Lei Zhang
KLKaicheng Li
Kaicheng Li
Virtual coupling (VC) is an emerging concept and hot research topic in railways, especially for metro systems. Several unit trains in VC drive with a desired minimum distance, and they, as a whole, are regarded as a single train. In this work, a distributed adaptive model predictive control (AMPC) system is proposed to coordinate the driving of each unit train in VC. To obtain the accurate parameters of train dynamics model in a time varying environment, an estimator of the train dynamics model is designed for each AMPC controller. A variable step descent algorithm along the negative gradient direction is adopted for each estimator, which steers the estimated values of the parameters to real ones. Simulations are conducted and the results are compared with both nominal model predictive control system and AMPC system with fixed steps in the literature. Our proposed AMPC system with variable step (AMPCVS) has better performances than other two systems. Results indicate that there is an improvement of the proposed AMPC system with variable steps system when compared with other two existed systems. A running process of VC in a whole inter-station is also simulated here. Experimental results show that the trains track the desired objective well.

5 October 2023 in Transportation Research Part C: Emerging Technologies
Verified
Journal Article
Closed access
XLXiaolin Luo
Xiaolin Luo
TTTao Tang
Tao Tang
XLXiaoyu Lu
Xiaoyu Lu
JLJidong Lv
Jidong Lv
HLHongjie Liu
Hongjie Liu

1 July 2021 in Journal of Systems and Software
Verified
Journal Article
Closed access
MCMing Chai
Ming Chai
HWHaifeng Wang
Haifeng Wang
TTTao Tang
Tao Tang
HLHongjie Liu
Hongjie Liu

16 January 2024 in IEEE Transactions on Intelligent Transportation Systems
Verified
Journal Article
Closed access
XLXiaolin Luo
Xiaolin Luo
TTTao Tang
Tao Tang
MCMing Chai
Ming Chai
HLHongjie Liu
Hongjie Liu
Arriving phase is an essential part of the virtually coupled train set (VCTS) operation in metros and significantly influences efficiency. This paper proposes a synchronous and precise control problem in VCTS arriving-phase operation and designs a hierarchical control approach to solve this problem. First, the control problem of VCTS arriving-phase operation is mathematically modeled, capturing the uncertain disturbances and measurement errors in train dynamics and considering input and safety constraints. Then, a two-layer control framework is designed, with the upper layer for coordinated trajectory planning and the lower layer for offset-free tracking of each train (unit) in VCTS. Specifically, in the upper layer, all units in VCTS are coordinated in an optimization problem to generate the reference trajectories that increase the synchronicity of arrival; in the lower layer, to track the reference trajectory, we propose an offset-free model predictive control (MPC) approach, which is based on an observer to handle uncertain disturbances and measurement errors. The stability of the offset-free MPC approach is proved, such that all units in VCTS can arrive at the station synchronously and precisely. Finally, experimental results demonstrate the performance of the proposed hierarchical approach.