[an error occurred while processing this directive]
���¿��ټ��� �߼�����
   ��ҳ  �ڿ�����  ��ί��  Ͷ��ָ��  �ڿ�����  ��������  �� �� ��  ��ϵ����
�������պ����ѧѧ�� 2005, Vol. 31 Issue (04) :464-467    DOI:
���� ����Ŀ¼ | ����Ŀ¼ | ������� | �߼����� << | >>
������, ���˻�, Ԭ����*
�������պ����ѧ �Զ�����ѧ���������ѧԺ, ���� 100083
Study on second-order sliding mode control law for affine nonlinear system
Yang Liman, Li Yunhua, Yuan Haibin*
School of Automation Science and Electrical Engineering, Beijing University of Aeronautics and Astronautics, Beijing 100083, China

Download: PDF (364KB)   HTML 1KB   Export: BibTeX or EndNote (RIS)      Supporting Info
ժҪ �������л�ģ�����㷨�ر��Ƕ��׻�ģ�����㷨�����ƶ�����³���Եȷ��������ڵ�����,�Է��������ϵͳΪ����,��Խ���ʱ�����ŵĶ��׻�ģ�����������ٶ����Ͷ���ϴ������,����Ľ������㷨,ͨ������ʵ���Լ��������������ģ�������ٶ�,����˶��׻�ģ����Ӧ�ٶ�,���ڲ���ʧ³���Ե�ǰ���������˶����Ƶ�ʺͷ���.�Ե���ģ��Ϊ��,�ֱ�Ը��㷨�Ͷ���Lyapunov�������Լ�һ��ָ�����������з����о�,�������������㷨�����ھ��в�ȷ���Եķ�����ϵͳ,���������Ϳ�����Ӧ��������������.
Email Alert
�ؼ����� ������ϵͳ   ��ģ����   ʱ������   ³����     
Abstract�� The chattering and robustness issues of the existing sliding mode control especially second-order sliding mode (SOSM) control algorithms were analyzed. Aiming at the problems of slower convergence and stronger chattering in the nearly time-optimal SOSM control law, an improved control method was developed for the affine nonlinear systems through redesigning restrictive conditions and modifying reaching acceleration of sliding mode, which can effectively enhance responding speed of second-order sliding mode, as well as reduce the frequency and amplitude of chattering without losing the robustness of system. Taking a pendulum model as example, the simulation studies on the proposed algorithm were carried out, simultaneously comparing with the first-order exponential reaching law and the Lyapunov function-based SOSM control law. The simulative results demonstrate that the improved nearly time-optimal SOSM control law is appropriate for the uncertain nonlinear systems, and has the relative advantages on the aspects of chattering reduction and rapid response.
Keywords�� nonlinear systems   sliding mode control   time-optimal   robustness     
Received 2003-10-30;


About author: ������(1975-),Ů,�ӱ��ų���,��ʿ��,liman-yang@sina.com.
������, ���˻�, Ԭ����.���������ϵͳ�Ķ��׻�ģ�������о�[J]  �������պ����ѧѧ��, 2005,V31(04): 464-467
Yang Liman, Li Yunhua, Yuan Haibin.Study on second-order sliding mode control law for affine nonlinear system[J]  JOURNAL OF BEIJING UNIVERSITY OF AERONAUTICS AND A, 2005,V31(04): 464-467
http://bhxb.buaa.edu.cn//CN/     ��     http://bhxb.buaa.edu.cn//CN/Y2005/V31/I04/464
Copyright 2010 by �������պ����ѧѧ��