袁明星

2019年12月05日 20:28  点击:[]

基本信息

姓名:袁明星

性别:

所属部门: 机器人与信息自动化研究所

行政职务:

职称: 讲师

学历: 博士

所学专业: 机械电子工程

办公电话:

电子邮件: mxyuan@nankai.edu.cn

研究方向: 机器人运动规划与控制、智能人机交互、遥操作机器人


个人简介

2019.06-至今: 公司,讲师

2016.11-2017.11:美国普渡大学机械工程学院联合培养博士生

2013.09-2019.03:浙江大学,机械电子工程,工学博士

2009.09-2013.06:南京航空航天大学,飞行器制造工程,工学学士


由于入选真实赌博软网站(中国)有限公司学科振兴计划,每年可招收2名学术型硕士。所在实验室为移动与飞行机器人实验室,实验室学术带头人为方勇纯教授和张雪波教授。非常欢迎保研、考研以及想尽早参与项目的优秀本科生,通过电子邮件直接与我联系。

课题组主页https://rh.nankai.edu.cn/index.htm


目前仍有12023年度考研名额。入学后,课题组采用统一培养模式,欢迎感兴趣的同学直接与我或课题组其他老师联系。



科研项目、成果、获奖、专利


科研项目:

1. 特种救援机器人,国家级课题,180万,项目负责人。

2.刚柔软一体化空中接触式作业机器人系统及应用,国家重点研发计划“青年科学家”项目,60万,课题负责人。

3. 遥操作机器人多物理约束下的轨迹规划研究,国家自然科学基金青年项目,24万,项目负责人。

4. 基于在线轨迹规划的多轴机械臂受限优化控制研究,中国博士后科学基金第67批面上项目8万,项目负责人。

5. 考虑运动学和动力学约束的直驱运动平台非线性运动控制方法研究,流体动力与机电系统国家重点实验室开放基金,5万,项目负责人。

6. 面向高海拔科考环境的机器人移动与作业技术研究,“智能机器人”国家重点研发计划课题334万,核心参与人;

7. 智能移动机器人,天津市杰出青年科学基金,100万,核心参与人;

专利:

1.  张雪波,霍子轩, 袁明星,方勇纯,一种主从异构型遥操作机器人工作空间映射方法,申请人:公司,申请日: 2021 3 19 日,申请号: 202110296747.6(已受理)


撰写论文、专著、教材等


近期发表的主要论文等

1. M. Yuan and X. Zhang, Minimum-time Transient Response Guaranteed Control of Servo Motor Systems with Modeling Uncertainties and High-order Constraint, IEEE Transactions on Circuits and Systems II: Express Briefs, 2022, DOI: 10.1109/TCSII.2022.3227332. (SCI)

2. M. Yuan and X. Zhang, Stability and fast transient performance oriented motion control of a direct-drive system with modeling uncertainties, velocity and input constraints, IEEE/ASME Transactions on Mechatronics, 2022, 27(6): 5926 - 5935. (SCI, TOP期刊)

3. M. Yuan and X. Zhang. Towards Fast Trajectory Recovery for Servo Motor Systems under Instantaneous Large Disturbance. IEEE Transactions on Circuits and Systems II: Express Briefs, 2022, 69(8): 3595 – 3599 (SCI)

4. M. Yuan, Z Chen, B Yao, et al. Fast and Accurate Motion Tracking of a Linear Motor System under Kinematic and Dynamic Constraints: an Integrated Planning and Control Approach. IEEE Transactions on Control Systems Technology, 2021, 29(2): 804-811. (ESI高被引论文, SCI)

5. M. Yuan, Z Chen, B Yao, et al. A general online trajectory planning framework in the case of desired function unknown in advance. IEEE Transactions on Industrial Informatics, 2019, 15(5): 2753-2762. SCITOP期刊)

6. M. Yuan, Z Chen, B Yao, et al. An improved online trajectory planner with stability-guaranteed critical test curve algorithm for generalized parametric constraints. IEEE/ASME Transactions on Mechatronics, 2018, 23(5): 2459-2469. SCITOP期刊)

7. M. Yuan, Z Chen, B Yao, et al. Time optimal contouring control of industrial biaxial gantry: A highly efficient analytical solution of trajectory planning. IEEE/ASME Transactions on Mechatronics, 2017, 22(1): 247-257. ESI高被引论文SCITOP期刊

8. M. Yuan, Z. Chen, B. Yao and J. Hu. Online Trajectory Planning based Motion Control of a Teleoperation Robot System, 2018 IEEE International Conference on Information and Automation, Wuyishan, China, Aug. 2018. (EI & Best Paper Award Finalist)

9. M. Yuan, B. Yao and X. Zhu. An efficient computation algorithm for time optimal trajectory planning with physical constraints, 2015 IEEE International Conference on Information and Automation, pp.31003105, Lijiang, China, Aug. 2015. (EI)

10. M. Yuan, B. Yao, D. Gao, X. Zhu and Q. Wang. A novel algorithm for time optimal trajectory planning, 2014 ASME Dynamic Systems and Control Conference, pp. V001T02A003, San Antonio, Texas, USA, Oct. 2014. (EI)

11. Z. Chen, C. Li, B. Yao, M. Yuan and C. Yang. Integrated coordinated/synchronized contouring control of a Dual-Linear-Motor-Driven Gantry, IEEE Transactions on Industrial Electronics, DOI: 10.1109/TIE.2019.2921287. (SCI, TOP期刊)

12. J. Hu, Z. Chen, M. Yuan and B. Yao. Adaptive Robust Control of a 7-DoFs Teleoperation Robot System with Payload variations and disturbances, 2018 ASME Dynamic Systems and Control Conference, Atlanta, Georgia, USA, Oct. 2018. (EI) 

13. X. Liu, M. Yuan, Z. Chen, B. Yao and Q. Wang. Constrained Time-optimal Motion Control of a Linear Motor Driven System: Theory and Experiments, The 20th IEEE International Conference on Industrial Technology, Melbourne, Australia, Feb. 2019.  (EI)



讲授课程


本科生课程:《运动控制》《智能工程》


社会兼职


入选IEEE/ASME   TMECH TJRP项目;

Reviewer:

IEEE/ASME   Transactions on Mechatronics

IEEE   Transactions on Industrial Electronics

IEEE   Transactions on Industrial Informatics

IEEE Transactions   on Control Systems Technology

IEEE   Robotics and Automation Letter

ASME   Journal of Dynamic Systems, Measurement and Control

Control   Engineering Practice



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