CAJ | 학술논문

建立了一种非线性指数型终端滑模面，这种滑动模态超曲面的优点在于使系统的收敛时间缩短。由于外界扰动的存在，所以系统具有一定的不确定性，因此，在研究系统时，充分考虑到系统的该特点，并给出相应的假设条件，认为系统的不确定性上届已知，由此设计出相应的同步控制器，最后，对Duffing-Holmes多涡卷混沌系统进行仿真研究，仿真结果说明该滑模控制器是切实有效的。
건립료일충비선성지수형종단활모면，저충활동모태초곡면적우점재우사계통적수렴시간축단。유우외계우동적존재，소이계통구유일정적불학정성，인차，재연구계통시，충분고필도계통적해특점，병급출상응적가설조건，인위계통적불학정성상계이지，유차설계출상응적동보공제기，최후，대Duffing-Holmes다와권혼돈계통진행방진연구，방진결과설명해활모공제기시절실유효적。
The paper presents a nonlinear exponential terminal sliding mode control. The time of synchronization is shorten comparing with the ordinary terminal sliding mode control. Then, On the assumption that the upper boundary of the uncertainties, such as parameter variation and disturbances is known, design a synchronized controller. The simulation of the Duffing-Holmes Multi-scroll chaotic system is presented to show the effectiveness of the proposed method.