利用变结构控制的不变性，使受控系统在滑模面上与满足匹配条件的系统不确定性无关。
By using the invariance property of VSC, the controlled system independent of the uncertainty which satisfies the matching condition on the sliding surface.
首先，利用范数理论研究受控混沌系统的收敛性，并导出受控系统收敛的充分条件和线性反馈增益矩阵的选取原则；
Firstly, we use norm theory to research the controlled chaotic systems and lead to some sufficient conditions for system convergence and the choice of state feedback gain matrixes.
此外，设计所应对的不是受控实验条件下区分明确的对象，而是一个几乎总是处于现实生活条件下的系统性整体。
Furthermore, design is not dealing with well-separated subjects under neatly controlled laboratory conditions but with systemic wholes, mostly in real-life conditions.
在不同的初始条件下，所设计的控制器可以将受控四维混沌系统的混沌轨道很快控制到系统的零平衡点。
The chaotic trajectory of the controlled 4-D system can be controlled to return to its zero balance point under different initial conditions.
系统的稳定性分析是动力系统理论中的一个重要问题，是受控对象能精确地满足设计指标的前提条件。
The stability of the systems is an important factor in the theory of dynamic systems, it make the controlled object meet the design index exactly.
系统的稳定性分析是动力系统理论中的一个重要问题，是受控对象能精确地满足设计指标的前提条件。
The stability of the systems is an important factor in the theory of dynamic systems, it make the controlled object meet the design index exactly.
应用推荐