linear systems信息详情
线性系统
systems───n.系统;体制,体系;制度(system的复数)
linear combination───[数]线性组合
linear equations───方程式,[数]线性方程组;[数]线性方程;[计]线性方程组
linear relationship───线性关系
linear accelerator───[核]直线加速器;线性加速器,直导轨发射装置,直线加速器
linear transformation───线性转换[变换],一次变换;[数]线性变换
linear regression───[数]线性回归
access systems───存取系统
repellent systems───驱避系统
The method is suitable not only for nonlinear systems, but also for linear systems.───该方法不仅适用于线性系统,而且适用于非线性系统。
There are lots of non-linear systems in the nature.───非线性系统广泛存在于自然界。
Sliding mode control of singular linear systems is studied.───研究广义线性系统的滑动模控制问题。
The solution of linear systems Ax=b is at the heart of many computations in science, engineering, and other disciplines.───线性方程组的求解往往在许多科学、工程以及其他学科的计算问题中处于核心地位。
The external characteristic of many non-linear systems is only a certain form time series of variable usually.───很多非线性系统的外部特性通常只能是某个单变量的时间序列。
This paper is concerned with the problem for a class of uncertain linear systems with a time-varying delay.───研究了一类具有输入时变滞后的不确定线性系统的鲁棒控制器设计问题。
A parametric approach to the design of functional observers for a class of linear systems with delays in state variables is proposed.───针对一类状态变量中含有时滞的线性系统,提出了函数观测器设计的一种参数方法。
The Laplace transformation comes from the area of operational mathematics and is extremely useful analysis and design of linear systems.───拉氏变换来自工程数学,对分析和设计线性系统非常有用。
Sliding-mode control strategies are presented for a class of linear systems with uncertainties and state delays.───针对一类具有不确定性参数以及状态滞后的线性系统提出滑模控制方案。
The problem of quadratic stabilization of switched linear systems with uncertainties of convex cone is studied.
In the course of linear systems control design, there are two methods to solve this kind of problem, parallel computation and predigestion .
For a class of uncertain linear systems, the fault-tolerant design problem of guaranteed cost is presented against the actuator faults.
This paper deals with the linear systems with parametric faults. A control strategy based on the linear quadratic form is proposed.
The stability with probability 1 of second-order linear systems with random parametric excitation and a certain class of second-order nonlinear systems with random parametric excitation is studied.
Some linear systems have the control element connected in shunt rather than in series with the supply, see Fig. 2.
The natural vibration of linear systems with any viscous damping was discussed in this paper, its applications to the response and identification of the systems were explicated.
The optimal control for linear systems time - delay affected by additive step disturbances is considered.
State estimation of singular discrete time linear systems is discussed.
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