考虑到在通信系统中接收端存在时滞问题,针对SQCF系统,以Lyapunov稳定性理论和矩阵论为基础,提出一种系统的全局混沌同步方案.通过选取适当的耦合参数,使误差系统全局渐近稳定,即使得响应系统在t+τ时刻的状态渐进地趋向于驱动系统在t时刻的状态.并用Mathematic软件给出了数值模拟,理论分析和数值仿真表明,该方法可以较快地实现混沌同步.对系统的第三变量z(t)进行扰动,数值仿真表明在扰动系统下仍能很好地保持同步,表明同步系统具有抗干扰性.
Considering a time-delay in the receiver as compared with the transmitter. A practical issue of global chaos synchronization is proposed to the SQCF system in this passage. It is based on the Lyapunov stabilization theory and matrix measure in this passage. By choosing proper coupling parameters, the error system is globally asymptotical stable, such that the state of the slave system at time t+r is asymptotically synchronizing with the master at time t. And the Mathematical software is used to simulate. Both theoretical analysis and simulation result show the effectiveness and antiinterference ability of this method.