Home / Cán bộ / Assoc. Prof. Bùi Hải Lê

Assoc. Prof. Bùi Hải Lê

Office: C3-201
E-mail: le.buihai@hust.edu.vn; lebh79@gmail.com
Tel.: 024. 38680103
Position: Assoc. Prof.

Teaching

  • Strength of Materials
  • Finite Element Method
  • Plastic and composite materials
  • Machine Design Project
  • Mechatronics System Design Project
  • Plastic and composite technology

Research interests

Application of soft computing and Hedge Algebras theory in control and optimization of mechanic models.

Education

  • 09/1997 – 05/2002 : Engineer degree of Mechanical engineering at Hanoi University of Science and Technology – Vietnam
  • 10/2002 – 6/2004 : Master degree of Fracture Mechanics at Liège – Belgium
  • 12/2008 – 11/2011 :  PhD of Mechanics at Hanoi University of Science and Technology – Vietnam

Publications

  1. Hai-Le Bui, Ngoc-An Tran, Huong Quoc Cao*, Active Control based on Hedge-algebras Theory of Seismic-excited Buildings with Upgraded Tuned Liquid Column Damper,  Journal of Engineering Mechanics (2023) 149(1): 04022091 (SCI-Q1).
  2. Tien-Duy Nguyen, Hai-Le Bui*, General optimization procedure of the Hedge  algebras controller for controlling dynamic systems, Artificial Intelligence Review (2022) DOI: 10.1007/s10462-022-10242-0 (SCI-Q1).
  3. Hai-Le Bui*, Minh-Nam Pham, Thai-Tat-Hoan Nguyen, Swing-up control of an inverted pendulum cart system using the approach of Hedge-algebras theory, Soft Computing (2022) 26: 4613–4627 (SCIE–Q2).
  4. Hai-Le Bui, Ngoc-An Tran*, Multi-objective optimal design of TMDs for increasing critical flutter wind speed of bridges, Journal of Wind Engineering & Industrial Aerodynamics  (2022) 225: 104992 (SCI–Q1).Hai-Le Bui*, Quy-Cao Tran, A new approach for tuning control rule based on hedge algebras theory and application in structural vibration control, Journal of Vibration and Control (2020) DOI: 10.1177/1077546320964307 (SCIE-Q1)
  5. Hai-Le Bui*, Quy-Cao Tran, A new approach for tuning control rule based on hedge algebras theory and application in structural vibration control, Journal of Vibration and Control (2020) DOI: 10.1177/1077546320964307 (SCIE-Q1)
  6. Duc-Trung Tran, Van-Binh Bui, Tung-Anh Le, Hai-Le Bui*, Vibration control of a structure using sliding-mode hedge-algebras-based controller, Soft Computing (2019) 23(6): 2047–2059 (SCIE)
  7. Van-Binh Bui, Quy-Cao Tran, Hai-Le Bui*, Multi-objective optimal design of fuzzy controller for structural vibration control using Hedge-algebras approach, Artificial Intelligence Review (2018) 50:569–595 (SCI-Q1).
  8. Hai-Le Bui, Tung-Anh Le, Van-Binh Bui*, Explicit formula of hedge-algebras-based fuzzy controller and applications in structural vibration control, Applied Soft Computing (2017) 60: 150-166 (SCIE– Q1)
  9. Danh-Truong Nguyen, Minh-Quy Le, Thanh-Lam Bui, Hai-Le Bui*, Atomistic simulation of free transverse vibration of graphene, hexagonal SiC and BN nanosheets, Acta Mechanica Sinica (2017) 33(1):132–147 (SCI).
  10. Hai-Le Bui, Minh-Thuy Tran, Minh-Quy Le, Duc-Trung Tran*, Optimal configurations of circular bars under free torsional and longitudinal vibration based on Pontryagin’s maximum principle, Meccanica (2016) 51:1491–1502 (SCI– Q1).
  11. Hai-Le Bui*, Cong-Hung Nguyen, Văn-Binh Bui, Kim-Ngoc Le, Huu-Quoc Tran, Vibration control of uncertain structures with actuator saturation using hedge-algebras-based fuzzy controller, Journal of Vibration and Control (2017), 23(12):1984–2002 (SCIE).
  12. Hai-Le Bui, Duc-Trung Tran, Minh-Quy Le*, Minh-Thuy Tran, Multi-objective optimal control for eigen-frequencies of a torsional shaft using Pontryagin’s maximum principle, Meccanica (2015) 50:2409-2419 (SCI– Q1).
  13. Hai-Le Bui*, Cat-Ho Nguyen, Nhu-Lan Vu, Cong-Hung Nguyen, General design method of hedge-algebras-based fuzzy controllers and an application for structural active control, Applied Intelligence (2015) 43:251–275 (SCI).
  14. N. D. Anh, Hai-Le Bui*, Nhu-Lan Vu, Duc-Trung Tran, Application of hedge algebra-based fuzzy controller to active control of a structure against earthquake, Structural Control and Health Monitoring (2013) 20:483–495 (SCIE-Q1).
  15. Minh-Quy Le*, Duc-Trung Tran, Hai-Le Bui, Optimal Design of a Torsional Shaft System Using Pontryagin’s Maximum Principle, Meccanica (2012) 47:1197–1207 (SCI– Q1).
  16. Hai-Le Bui*, Duc-Trung Tran, Vu-Nhu Lan, Optimal fuzzy control of an inverted pendulum, Journal of Vibration and Control (2012) 18(14): 2097–2110 (SCIE).
  17. Nguyen Dinh Duc*, Nhu-Lan Vu, Duc-Trung Tran, Hai-Le Bui, A study on the application of hedge algebras to active fuzzy control of a seism-excited structure, Journal of Vibration and Control (2012) 18(14): 2186–2200 (SCIE).
  18. Hai-Le Bui, Optimal design of fuzzy controller for active control of structure using scaling factors of variables, The 5th International Conference on Engineering Mechanics and Automation (ICEMA 5) Hanoi, October 11÷12, 2019, 315-321.
  19. Bui Hai Le*, Le Tung Anh, Bui Van Binh¬, Nguyen Thai Tat Hoan, Fuzzy sliding mode control of a structure based on hedge algebras containing input time delay, Vietnam Journal of Science and Technology (2019) 57 (4): 505-515
  20. Hai-Le Bui, Minh-Thuy Tran, Optimal design for eigen-frequencies of a longitudinal bar using Pontryagin’s maximum principle considering the influence of concentrated mass, Vietnam Journal of Mechanics, VAST, 39 (1) (2017) 1 – 12. ISBN: 0866-7136

Master students

02 master students.

PhD students

03 PhD students.