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恒浊器和恒化器

[日期：2013-10-07] 来源：作者：阅读：次

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1. Hongjian Guo, Lansun Chen, Periodic solution of a turbidostat system with impulsive state feedback control, Journal of Mathematical Chemistry, Volume 46 , Issue 4, pp1074-1086, 2009.

2. Hongjian Guo, Lansun Chen, Periodic solution of a chemostat model with Monod growth rate and impulsive state feedback control, Journal of Theoretical Biology, Volume 260, Issue 4, pp502-509, 2009.

3. Zuxiong Li,Tieying Wang, Lansun Chen. Periodic solution of a chemostat model with Beddington–DeAnglis uptake function and impulsive state feedback control. Journal of Theoretical Biology 261 (2009) 23–32.

4. Zuxiong Li , Lansun Chen. Periodic solution of a turbidostat model with impulsive state feedback control. Nonlinear Dyn (2009) 58: 525–538.

5. Hongjian Guo, Lansun Chen, Periodic solution of a turbidostat model with Monod growth rate and impulsive state feedback control, Journal of Applied Mathematics and Computing, Volume 33, Issue 1-2, pp193-208, 2010.

6. Zhong Zhao , Tieying Wang, Lansun Chen. Dynamic analysis of a turbidostat model with the feedback control. Commun Nonlinear Sci Numer Simulat 15 (2010) 1028–1035.

7. Zhong Zhao,Li Yang,Lansun Chen. Impulsive state feedback control of the microorganism culture in a turbidostat. J Math Chem (2010) 47:1224–1239.

8. Yuan Tian, Lansun Chen, Andrzej Kasperski. Modelling and simulation of a continuous process with feedback control and pulse feeding, Computers and Chemical Engineering, 34, 976-984, 2010.

9. Yuan Tian, Kaibiao Sun, Lansun Chen, Andrzej Kasperski. Studies on the dynamics of a continuous bioprocess with impulsive state feedback control, Chemical Engineering Journal, 157, 558-567, 2010. （SCI/EI）

10. Yuan Tian, Kaibiao Sun, Lansun Chen, Comment on ''Existence and stability of periodic solution of a Lotka-Volterra predator-prey model with state dependent impulsive effects'' [J. Comput. Appl. Math. 224 (2009) 544-555], Journal of Computational and Applied Mathematics, 234, 2916-2923, 2010. （SCI/EI）

11. Kaibiao Sun, Yuan Tian, Lansun Chen, Andrzej Kasperski. Nonlinear stability of a synchronized chemostat with impulsive state feedback control, Mathematical and Computer Modelling, 52, 227-240, 2010.（SCI/EI）

12. Kaibiao Sun, Andrzej Kasperski, Yuan Tian, Lansun Chen. New Approach to the Nonlinear Analysis of a Chemostat with Impulsive State Feedback Control, International Journal Of Chemical Reactor Engineering, 8, A99, 2010. （SCI/EI）

13. Yuan Tian, Kaibiao Sun, Andrzej Kasperski, Lansun Chen, Nonlinear Modelling and Qualitative Analysis of a Real Chemostat with Pulse Feeding, Discrete Dynamics in Nature and Society, Article ID 640594, doi:10.1155/2010/640594, 2010. （SCI）

14. Yuan Tian, Andrzej Kasperski, Kaibiao Sun, Lansun Chen, Theoretical approach to modelling and analysis of the bioprocess with product inhibition and impulse effect, BioSystems, 104, 77-86, 2011. （SCI）

15. Kaibiao Sun, Yuan Tian, Lansun Chen, Andrzej Kasperski, Universal modelling and qualitative analysis of an impulsive bioprocess, Computers & Chemical Engineering, 35(3), 492-501, 2011. （SCI/EI）

16. Kaibiao Sun, Andrzej Kasperski, Yuan Tian, Lansun Chen, Modelling and optimization of a continuous stirred tank reactor with feedback control and pulse feeding, Chemical Engineering and Processing: Process Intensification, 50, 675-686, 2011. (SCI/EI)

17. Kaibiao Sun, Andrzej Kasperski, Yuan Tian, Lansun Chen, Modelling of the Corynebacterium glutamicum biosynthesis under aerobic fermentation conditions, Chemical Engineering Science, 66(18), 4101-4110, 2011. (SCI)

18. Zuxiong Li, Lansun Chen, Zhijun Liu. Periodic solution of a chemostat model with variable yield and impulsive state feedback control. Applied Mathematical Modelling 36 (2012) 1255–1266.

19. Kaibiao Sun, Andrzej Kasperski, Yuan Tian, Theoretical study and optimization of the biochemical reaction process by means of feedback control strategy, Journal of Chemistry, Article ID 105765, 2013. （SCI）

20. Xiaoyu Hu, Zuxiong Li, Xingguo Xiang. Feedback Control for a Turbidostat Model With Ratio-Dependent Growth Rate. J. Appl. Math. & Informatics Vol. 31(2013), No. 3 - 4, pp. 385 – 398.

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