TY - JOUR
T1 - New sliding mode control for base-isolation buildings using fuzzy control of reaching law
AU - Li, Zhijun
AU - Deng, Zichen
PY - 2008/8
Y1 - 2008/8
N2 - Aim. The undue chattering effect is the major disadvantage of conventional sliding mode controllers used in Ref.4 by B. Zhao et al. We now present a new sliding mode controller that can, in our opinion, keep the chattering effect sufficiently low. In this abstract, we list the following three topics of explanation in our full paper: (1) the motion equation, (2) the determination of switching surface, (3) the design of control law. Under the third topic, we derive eq.(14) in the full paper as the control law; εFUZZY in eq.(14) is determined by Table 1 in the full paper; Table 1, though somewhat different from a similar table in Ref.6 by Liu, is based on Liu's experience. Finally, we take an eight-storey building's model as a numerical example to verify the effectiveness of our controller. In the hybrid controller, we use a rubber-bearing isolation base as passive control device, use a sliding mode controller designed with the fuzzy reaching law as active control device, and use Wen method for describing the nonlinearity of restoring force. Table 3 shows preliminarily that the calculated maximum displacement response and the calculated maximum acceleration response of the building's model are greatly reduced, thus suppressing the chattering effect of the sliding mode controller. It should be particularly emphasized that Fig.5(c) in the full paper shows preliminarily that our new sliding mode controller can keep the chattering effect sufficiently low.
AB - Aim. The undue chattering effect is the major disadvantage of conventional sliding mode controllers used in Ref.4 by B. Zhao et al. We now present a new sliding mode controller that can, in our opinion, keep the chattering effect sufficiently low. In this abstract, we list the following three topics of explanation in our full paper: (1) the motion equation, (2) the determination of switching surface, (3) the design of control law. Under the third topic, we derive eq.(14) in the full paper as the control law; εFUZZY in eq.(14) is determined by Table 1 in the full paper; Table 1, though somewhat different from a similar table in Ref.6 by Liu, is based on Liu's experience. Finally, we take an eight-storey building's model as a numerical example to verify the effectiveness of our controller. In the hybrid controller, we use a rubber-bearing isolation base as passive control device, use a sliding mode controller designed with the fuzzy reaching law as active control device, and use Wen method for describing the nonlinearity of restoring force. Table 3 shows preliminarily that the calculated maximum displacement response and the calculated maximum acceleration response of the building's model are greatly reduced, thus suppressing the chattering effect of the sliding mode controller. It should be particularly emphasized that Fig.5(c) in the full paper shows preliminarily that our new sliding mode controller can keep the chattering effect sufficiently low.
KW - Chattering effect
KW - Fuzzy control
KW - Hybrid control
KW - Nonlinear systems
KW - Reaching law
KW - Sliding mode control
UR - http://www.scopus.com/inward/record.url?scp=53649098782&partnerID=8YFLogxK
M3 - 文章
AN - SCOPUS:53649098782
SN - 1000-2758
VL - 26
SP - 445
EP - 449
JO - Xibei Gongye Daxue Xuebao/Journal of Northwestern Polytechnical University
JF - Xibei Gongye Daxue Xuebao/Journal of Northwestern Polytechnical University
IS - 4
ER -