Zhonghua Wang

Dr. Zhonghua Wang


Research Focus & Metrics

Academic Career Length

20Years (2007-Present)

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

Representative Publications

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10 September 2018 in IEEE Transactions on Industrial Electronics
Verified
Journal Article
Closed access
GYGang Yu
Gang Yu
ZWZhonghua Wang
Zhonghua Wang
PZPing Zhao
Ping Zhao
Time-frequency (TF) analysis (TFA) method is an important tool in industrial engineering fields. However, restricted to Heisenberg uncertainty principle or unexpected cross-terms, the classical TFA methods often generate blurry TF representation, which heavily hinder its engineering applications. How to generate the concentrated TF representation for a strongly time-varying signal is a challenging task. In this paper, we propose a new TFA method to study the non-stationary features of strongly time-varying signals. The proposed method is based on synchrosqueezing transform and employs an iterative reassignment procedure to concentrate the blurry TF energy in a step-wise manner, meanwhile retaining the signal reconstruction ability. Two implementations of the discrete algorithm are provided, which show that the proposed method has limited computational burden and has potential in real-time application. Moreover, we introduce an effective algorithm to detect the instantaneous frequency trajectory, which can be used to decompose mono-component modes. Numerical and real-world signals are employed to validate the effectiveness of the proposed method by comparing with some advanced methods. By comparisons, it is shown that, the proposed method has the better performances in addressing strongly time-varying signals and noisy signals.

12 June 2007 in Neural Computing and Applications
Verified
Journal Article
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ZWZhonghua Wang
Zhonghua Wang
YZYong Zhang
Yong Zhang
HFHui Fang
Hui Fang

1 November 2019 in Applied Mathematics and Computation
Verified
Journal Article
Closed access
YLYueyang Li
Yueyang Li
XSXinmin Song
Xinmin Song
ZZZhijie Zhang
Zhijie Zhang
DZDong Zhao
Dong Zhao
ZWZhonghua Wang
Zhonghua Wang

19 November 2013 in The Journal of Engineering
Verified
Journal Article
Open access
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XLXue Lin
Xue Lin
ZWZhonghua Wang
Zhonghua Wang
Based on the LuGre friction model, a sliding mode adaptive controller is presented to compensate for the friction in the servo system. The terminal switching function is selected as the sliding mode surface, which can make the error of the system converge to the equilibrium point in finite time. The main analytical result is a stability theorem for the proposed controller which can achieve asymptotical stability of the closed‐loop system. Furthermore, the transient performance of the system is analytically quantified. To support the theoretical concepts, the authors present dynamic simulations for the proposed control scheme.

24 May 2021 in The Journal of Engineering
Verified
Journal Article
Open access
PDF file
WFWenjing Fang
Wenjing Fang
ZWZhonghua Wang
Zhonghua Wang
DWDongxue Wang
Dongxue Wang
MLMeng Li
Meng Li
This paper proposes a strategy to suppress the torque ripple based on three‐phase four‐switch (TPFS) inverter for the permanent magnet synchronous motor (PMSM) drives system to ensure safe and reliable operation in case of single‐phase open circuit of the three‐phase six‐switch (TPSS) inverter. When a TPFS inverter fault‐tolerant topology is adopted, the voltage fluctuations of the DC‐split capacitors will cause the command voltages and currents to have a second harmonic components in addition to the effective DC components. This also results in the existence of second harmonics in the torque and speed, which causes the torque and speed to generate periodic ripple. Therefore, in order to solve this problem, this paper proposes a proportional‐integral quasi‐resonant (PIQR) control strategy for the current loop. By suppressing the second harmonics in the motor currents, the current waveform can be improved, and the ripple in the torque and speed can be well suppressed. The feasibility and effectiveness of the strategy are verified by simulation results.