Generalized synchronization of continuous dynamical system 连续动力系统的广义同步
Unlike the continuous variable dynamical system ( cvds ) or discrete event dynamical system ( deds ) , hybrid system contains not only continuous dynamical system subject to newton ' s law of causation but also discrete event system satisfied the optimal decision logic principle , and both of them accord with the strong interaction condition 与单一的连续变量动态系统( cvds )或离散事件动态系统( deds )不同,在混杂系统中既包含了服从物理学定律的连续变量动态系统又包含了遵从优化决策信息逻辑原则的离散事件动态系统,而且两者处在一种强相互作用的制约机制中。
The results show that the chaotic motions of the bloch wall are suppressed successfully , that is , the new strategy is successful and effective . in a time - continuous dynamical system , a new optimal control scheme is proposed base on the krasovskii theory and is utilized to control the chaos in the newton - leipnik system which has double strange attractors . it is found that the n - l system can converge onto a selected fixed point rapidly and perfectly through asymptotic mode 在时间连续动力系统方面,基于krasovskii理论本文提出了一种的新优化控制方法,并利用这一方法对一类具有双奇怪吸引子的newton - leipnik ( n - l )系统进行了混沌抑制,结果表明一旦控制启动,系统行为能够迅速渐近稳定于目标平衡点。