Tao Meng

Dr. Tao Meng

orcid

Research Focus & Metrics

Academic Career Length

25Years (2002-Present)

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

Representative Publications

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24 August 2024 in Aerospace Science and Technology
Verified
Journal Article
Closed access
RMRenhao Mao
Renhao Mao
TMTao Meng
Tao Meng
KWKun Wang
Kun Wang
JLJiakun Lei
Jiakun Lei
WWWeijia Wang
Weijia Wang

2 April 2025 in Reliability Engineering & System Safety
Verified
Journal Article
Closed access
HXHuaitao Xia
Huaitao Xia
TMTao Meng
Tao Meng
ZZZonglin Zuo
Zonglin Zuo
WMWenjie Ma
Wenjie Ma

8 December 2023 in IEEE Transactions on Aerospace and Electronic Systems
Verified
Journal Article
Closed access
JLJiakun Lei
Jiakun Lei
TMTao Meng
Tao Meng
KWKun Wang
Kun Wang
WWWeijia Wang
Weijia Wang
SSShujian Sun
Shujian Sun
This paper focuses on the spacecraft attitude control problem with intermittent actuator activation, considering the parameter uncertainty and external disturbance issue simultaneously. To address this problem, we propose a Composite Event-Trigger Mechanism (CETM), which consists of two state-dependent triggers governing the activation and deactivation of actuators. Subsequently, by introducing the cascaded decomposition of the Backstepping control philosophy, the designed CETM trigger mechanism is applied to the decomposed dynamical subsystem, providing a layered intermittent stabilization strategy called the Composite Event-Triggered Intermittent Control (CETIC). Moreover, the proposed CETIC framework is further extended to address exogenous perturbations by introducing the extended-state observer technique, and a Disturbance Observer-based Composite Event-Triggered Intermittent Controller (DO-CETIC) is then developed. Further, by analyzing the boundedness of the Lyapunov certificate on each inter-event time interval, a uniformly, strictly decreasing upper bound of the lumped system is then characterized, completing the proof of the system's ultimate boundedness. Finally, numerical simulation results are illustrated to demonstrate the effectiveness of the proposed control scheme.

16 January 2024 in IEEE Transactions on Aerospace and Electronic Systems
Verified
Journal Article
Closed access
JLJiakun Lei
Jiakun Lei
TMTao Meng
Tao Meng
Yang ZhuYang Zhu
Yang Zhu
KWKun Wang
Kun Wang
WWWeijia Wang
Weijia Wang
This paper focuses on the spacecraft attitude control problem involving angular velocity limitation and performance requirement, while the parameter uncertainty issue is considered simultaneously. To address this problem, we propose a modified control scheme called Compatible Performance Control (CPC), which integrates the Prescribed Performance Control (PPC) scheme with a constraint contradiction detection and performance envelope modification strategy. Firstly, by leveraging the concept of the Zeroing Barrier Function (ZBF), we propose a detection strategy to assess whether the preassigned performance envelope is reasonable or not, providing judgment on the compatibility between the velocity limitation constraint and the predefined performance function envelope constraint derived by PPC control. Subsequently, a performance envelope modification strategy designed based on the Γ-projection operator technique is presented, which generates a modification signal for the predefined envelope if a contradiction is detected. Meanwhile, in order to satisfy the angular velocity limitation, a filter technique is introduced to generate a bounded virtual control signal. Furthermore, we employ a time-varying gain adaptive technique to address the challenge of parameter uncertainties, providing the system with robustness and disturbance rejection capability. We then construct an adaptive CPC controller, which guarantees the ultimate boundedness of the system while all constraints are satisfied simultaneously. Finally, numerical simulation results are presented to show the superiority of the proposed framework.

17 April 2012 in Acta Mechanica Sinica
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Journal Article
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TMTao Meng
Tao Meng
SMSaburo Matunaga
Saburo Matunaga

21 November 2024 in Robotics and Autonomous Systems
Verified
Journal Article
Closed access
CSChengrui Shi
Chengrui Shi
TMTao Meng
Tao Meng
KWKun Wang
Kun Wang
JLJiakun Lei
Jiakun Lei
WWWeijia Wang
Weijia Wang
RMRenhao Mao
Renhao Mao