Sliding mode control for a class of uncertain distributed parameter systems with time-varying delay;
针对交流伺服系统速度控制问题，提出了一种动态积分滑模控制方法。
In this paper, optimal control theory of distributed parameter systems is applied to optimal design of CatalYtic tubular reactors.
本文应用分布参数系统最优控制理论到触媒管式反应器的最优设计。
This research is theoretical important for studying the stabilization by state feedback of the singular distributed parameter systems.
这对研究广义分布参数系统的状态反馈稳定性问题具有重要的理论价值。
A numerical distributed Transfer Function Method (DTFM) is developed for analysis of complex one dimensional non uniform distributed parameter systems.
本文给出了一维复杂非均匀分布参数系统的数值传递函数方法。
It is shown that the control strategy succeeded and has significant advantage compared with a conventional control strategy in nonlinear distributed parameter systems.
本法对具有非线性特性的分布参数对象，较常规控制策略有明显的优越性。
The variable structure control problems for a class of distributed parameter systems with several delays are investigated. The sliding mode equation is established and its stability is discussed.
本文研究了一类多时滞分布参数系统的变结构控制问题，通过非奇线性变换建立了系统的滑动模运动方程，并分析了它的稳定性。
This paper considers the synthesis problem of control of singular distributed parameter systems, the design methods of variable structure control for direct control or distributed control are given.
研究广义分布参数系统的控制综合问题，给出了直接控制形式和分布控制形式的变结构控制设计的方法，并结合例子说明了控制的设计过程。
It belongs to the third boundary control of parabolic distributed Parameter systems.
这属于抛物型分布参数系统的第三边界控制。
Large space structures are infinite-dimensional distributed-parameter systems, which theoretically have infinite number of vibration modes.
大型空间柔性结构是无穷维的分布式参数系统，理论上具有无穷多个振动模态。
Large space structures are infinite-dimensional distributed-parameter systems, which theoretically have infinite number of vibration modes.
大型空间柔性结构是无穷维的分布式参数系统，理论上具有无穷多个振动模态。
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