Bo Hu

Bo Hu


Research Focus & Metrics

Academic Career Length

9Years (2018-Present)

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

Representative Publications

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1 June 2021 in Knowledge-Based Systems
Verified
Journal Article
Closed access
HZHuiyan Zhang
Huiyan Zhang
BHBo Hu
Bo Hu
XWXiaoyi Wang
Xiaoyi Wang
JXJiping Xu
Jiping Xu
LWLi Wang
Li Wang
ZWZhaoyang Wang
Zhaoyang Wang

27 December 2018 in X-Ray Spectrometry
Verified
Journal Article
Closed access
PDF file
FLFei Li
Fei Li
ZGZhixing Gu
Zhixing Gu
LGLiangquan Ge
Liangquan Ge
DSDi Sun
Di Sun
XDXutao Deng
Xutao Deng
JXJingru Xu
Jingru Xu

30 October 2023 in Expert Systems with Applications
Verified
Journal Article
Closed access
BHBo Hu
Bo Hu
HZHuiyan Zhang
Huiyan Zhang
XWXiaoyi Wang
Xiaoyi Wang
LWLi Wang
Li Wang
JXJiping Xu
Jiping Xu
LZLei Zhang
Lei Zhang

23 October 2023 in IEEE Transactions on Automation Science and Engineering
Verified
Journal Article
Closed access
RSRuizhuo Song
Ruizhuo Song
LLLu Liu
Lu Liu
BHBo Hu
Bo Hu
This paper analyzes decentralized/centralized event/ self-triggered schemes respectively according to a large-scale interconnected system with state limitation and uncertain interference, and devises a set of parallel controllers for the control input and the worst disturbance. Firstly, the system with asymmetric state constraints is transformed into an auxiliary system by means of coordinate transformation. And then, the physical and artificial systems are integrated to establish a parallel control structure to improve the performance of the system. Next, an aperiodic sampling robust $H_{\infty}$ optimization method to save communication resources is proposed through zero-sum game (ZSG) theory, and the control pair sequence is obtained by solving the event-triggered Hamilton-Jacobi-Isaacs equation (ET-HJIE) via heuristic dynamic programming (HDP). Based on decentralized ET control (DETC), centralized ETC (CETC), decentralized self-triggered control (DSTC) and centralized STC (CSTC) are further proposed. In addition, the stability of the system under these four modes is proved, and the Zeno phenomenon is discussed. In the end, a simulation model is used to verify the control sequences within four trigger schemes, and satisfactory results are obtained Note to Practitioners —Inspired by the large scale, interrelated terms, unavoidable disturbances, and nonlinear constraints of practical engineering systems, an aperiodic sampling HDP algorithm based on artificial-actual interaction is presented to handle with $H_{\infty}$ optimization of nonlinear interconnected systems with state constraints. The four kinds of aperiodic sampling control methods including DETC, CETC, DSTC and CSTC are proposed in turn, which can greatly reduce data transmission while ensuring the control performance. Moreover, the advantages and characteristics of the four trigger mechanisms are summarized based on simulation, which has certain reference significance for physical systems with different control requirements.

3 February 2020 in IEEE Access
Verified
Journal Article
Open access
HZHuiyan Zhang
Huiyan Zhang
BHBo Hu
Bo Hu
XWXiaoyi Wang
Xiaoyi Wang
继许继平 许
继平 许
LWLi Wang
Li Wang
ZZZhiyao Zhao
Zhiyao Zhao

27 March 2024 in Sensors
Verified
Journal Article
Open access
PDF file
SXShiyu Xu
Shiyu Xu
BHBo Hu
Bo Hu
RLRongxin Liu
Rongxin Liu
XZXin Zhao
Xin Zhao
MSMingzhu Sun
Mingzhu Sun
Microinjection is usually applied to the treatment of some retinal disorders, such as retinal vein cannulation and displaced submacular hemorrhage. Currently, the microinjection procedure is usually performed by using the viscous fluid control of a standard vitrectomy system, which applies a fixed air pressure through foot pedal activation. The injection process with the fixed pressure is uncontrollable and lacks feedback, the high flow rate of the injected drug may cause damage to the fundus tissue. In this paper, a liquid-driven microinjection system with a flow sensor is designed and developed specifically for fundus injection. In addition, a PID sliding mode control (SMC) method is proposed to achieve precise injection in the injection system. The experimental results of fundus simulation injection demonstrate that the microinjection system meets the requirements of fundus injection and reduces the impact of the injection process on the fundus tissue.