船体结构之最佳化设计是一个复杂非线性的混和离散问题，并且要搜寻到全域的最佳值并不容易。
Optimal design of ship structures is a complicated nonlinear mixed-discrete problem and a difficult challenge in searching for its global optimal values.
并对离散化后的数学模型进行稳定性分析，设计了一套以军用加固机加载嵌入式系统与交流伺服装置相结合随动控制系统。
And after the discrete mathematic model for stability analysis and design a set of military reinforcement machine load of embedded system with ac servo device combined with the dynamic control system.
主要利用现代控制理论中的极点配置和状态观测器的思想，进行了离散的和连续的超混沌系统的同步化设计。
Using the theory of state observer and pole placement of modern control theory, the hyperchaotic synchronization of discrete-time and continuous-time chaotic systems is achieved.
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