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In this paper, a mathematical model of direct-driven permanent magnet synchronous generator(D-PMSG) is derived with taking into account the parametric uncertainty and the disturbance of wind. And also the chaotic property under the condition of certain system parameters and a certain operation is verified. Furthermore,the adaptive backstepping approach is designed to compensate the parametric uncertainty and wind disturbance. The simulation results show that the proposed controller for D-PMSG is effective and robust against the parametric uncertainty and the wind disturbance.
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Keywords:
- wind power /
- direct-driveven permanent magnet sychronous generators /
- control of chaos /
- backstepping
[1] Yang G L, Li H G 2009 Acta Phys. Sin. 58 7552 (in Chinese) [杨国良、 李惠光 2009 58 7552]
[2] Amirat Y, Benbouzid M E H, Al-Ahmar E, Bensaker B, Turri S 2009 Renewa. Sustain. Energ. Rev. 13 2629
[3] Zhang B, Li Z, Mao Z Y, Pang M X 2001 Proce. Chin. Soc. Electric. Engng. 21 40 (in Chinese) [张 波、 李 忠、 毛宗源、 庞敏熙 2001 中国电机工程学报 21 40]
[4] Li C L 2009 Acta Phys. Sin. 58 8134 (in Chinese) [李春来 2009 58 8134]
[5] Li W D, Wang X Y 2009 Techniq. Automat. Appl. 28 1 (in Chinese) [李卫东、 王秀岩 2009 自动化技术与应用 28 1]
[6] Wei D Q, Luo X S, Fang J Q, Wang B H 2006 Acta Phys. Sin. 55 54 (in Chinese) [韦笃取、 罗晓曙、 方锦清、 汪秉宏 2006 55 54 ]
[7] Li Z, Zhang B, Mao Z Y 2002 Contr. Theo. Appl. 53 (in Chinese) [李 忠、 张 波、 毛宗源 2002 控制理论与应用 53]
[8] Ren H P, Liu D, Li J 2003 Proce.Chin. Soc. Electric. Engng. 23 175 (in Chinese) [任海鹏、 刘 丁、 李 洁 2003 中国电 机工程学报 23 175] 〖9] Wang C, Ge S S 2000 Proce. of the 39th IEEE Conference on Decision and Control Sydney, Aistrilia, 12—15 December, 2000 5 4827
[9] Mascolo S, Grassi G 1999 Int. J. Bifur. Chaos 9 34
[10] Tan X, Zhang J, Yang Y 2003 Chaos, Solitons. Fract. 16 37
[11] Guan X P, Chen C L, Fan Z P 2002 Acta Phys. Sin. 51 0753 (in Chinese) [关新平、 陈彩莲、 范正平 2002 51 0753]
[12] Lv L, Guo Z A, Li Y, Xia X L 2007 Acta Phys. Sin. 56 95 (in Chinese) [吕 翎、 郭治安、 李 岩、 夏晓岚 2007 56 95]
[13] Dang H G, Jiang H 2009 J. Tianshui Norm.Univ. 9 5 (in Chinese) [党红刚、 江 浩 2009 天水师范学院学报 9 5]
[14] He D H, Xu X J, Chen Y H 2000 Acta Phys. Sin. 49 833 (in Chinese) [何岱海、 徐健学、 陈永红 2000 49 833]
[15] Slotine J 1991 Applied Nonlinear Control (New Jersey: Prentice-Hall) p123
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[1] Yang G L, Li H G 2009 Acta Phys. Sin. 58 7552 (in Chinese) [杨国良、 李惠光 2009 58 7552]
[2] Amirat Y, Benbouzid M E H, Al-Ahmar E, Bensaker B, Turri S 2009 Renewa. Sustain. Energ. Rev. 13 2629
[3] Zhang B, Li Z, Mao Z Y, Pang M X 2001 Proce. Chin. Soc. Electric. Engng. 21 40 (in Chinese) [张 波、 李 忠、 毛宗源、 庞敏熙 2001 中国电机工程学报 21 40]
[4] Li C L 2009 Acta Phys. Sin. 58 8134 (in Chinese) [李春来 2009 58 8134]
[5] Li W D, Wang X Y 2009 Techniq. Automat. Appl. 28 1 (in Chinese) [李卫东、 王秀岩 2009 自动化技术与应用 28 1]
[6] Wei D Q, Luo X S, Fang J Q, Wang B H 2006 Acta Phys. Sin. 55 54 (in Chinese) [韦笃取、 罗晓曙、 方锦清、 汪秉宏 2006 55 54 ]
[7] Li Z, Zhang B, Mao Z Y 2002 Contr. Theo. Appl. 53 (in Chinese) [李 忠、 张 波、 毛宗源 2002 控制理论与应用 53]
[8] Ren H P, Liu D, Li J 2003 Proce.Chin. Soc. Electric. Engng. 23 175 (in Chinese) [任海鹏、 刘 丁、 李 洁 2003 中国电 机工程学报 23 175] 〖9] Wang C, Ge S S 2000 Proce. of the 39th IEEE Conference on Decision and Control Sydney, Aistrilia, 12—15 December, 2000 5 4827
[9] Mascolo S, Grassi G 1999 Int. J. Bifur. Chaos 9 34
[10] Tan X, Zhang J, Yang Y 2003 Chaos, Solitons. Fract. 16 37
[11] Guan X P, Chen C L, Fan Z P 2002 Acta Phys. Sin. 51 0753 (in Chinese) [关新平、 陈彩莲、 范正平 2002 51 0753]
[12] Lv L, Guo Z A, Li Y, Xia X L 2007 Acta Phys. Sin. 56 95 (in Chinese) [吕 翎、 郭治安、 李 岩、 夏晓岚 2007 56 95]
[13] Dang H G, Jiang H 2009 J. Tianshui Norm.Univ. 9 5 (in Chinese) [党红刚、 江 浩 2009 天水师范学院学报 9 5]
[14] He D H, Xu X J, Chen Y H 2000 Acta Phys. Sin. 49 833 (in Chinese) [何岱海、 徐健学、 陈永红 2000 49 833]
[15] Slotine J 1991 Applied Nonlinear Control (New Jersey: Prentice-Hall) p123
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