本文提出了双线性系统的一种小样本辨识方法。
In this paper, an identification method of bilinear system under small samples is proposed.
它是SISO双线性系统非线性传递函数计算公式的推广。
They are the generalization of the computation formula of nonlinear transfer function for SISO bilinear system.
研究具有外界持续扰动作用下双线性系统的最优控制问题。
The optimal control problem is considered for bilinear systems affected by external persistent disturbances.
本文研究了一类具有最坏扰动抑制的双线性系统的最优控制问题。
This thesis discusses the optimal control problem of a class of bilinear systems with the worst disturbance rejection.
时程分析结果表明，双线性系统最大位移大多数落在此上下限范围内。
The results of time history analysis show that the maximum displacements of the bilinear systems of different periods mostly fall between the proposed upper and lower bounds.
双线性系统容错控制的主要问题在于处理模型中的非线性项与多模型同时镇定。
The main problems for bilinear system tolerance control are dealing with nonlinear item in the model and stabilizing all models in the same time.
针对离散广义双线性系统，研究了稳定控制存在的条件，给出了相应的控制方案。
The existing conditions of stabilizing control for discrete-time singular bilinear systems are studied and the corresponding control scheme is given.
然后，利用多维拉普拉斯变换，推导出双线性系统非线性传递函数矩阵的计算公式。
Then by using multi-dimension Laplace transform, the computation formula of nonlinear transfer function matrices for MIMO bilinear system are deduced.
讨论了存在未知扰动情况下，广义双线性系统全阶状态观测器的存在条件及其设计方法。
This paper addresses the conditions of the existence of a full-order state observer for singular bilinear systems subjected to unmeasurable disturbances.
本文给出了双线性系统系数矩阵的李括号条件，在此条件下，可使双线性系统状态三角化。
Lie bracket conditions of matrices of bilinear control systems are given in the paper. Under these conditions the states of a bilinear system can be triangularized.
对于这一类离散广义双线性系统有关理论的证明，可以看作是正常离散广义双线性系统的拓广。
The related proof of such a kind of discrete-time singular bilinear systems may be regarded as the extension of the normal discrete-time bilinear system.
最优控制是自动控制理论的重要研究分支，本文首次对广义双线性系统的最优控制问题进行研究。
The optimal control is an important ramify of auto-control theory, the optimal control problem of Singular bilinear systems is studied in this paper firstly.
摘要最优控制是自动控制理论的重要研究分支，本文首次对广义双线性系统的最优控制问题进行研究。
The optimal control is an important ramify of auto-control theory, the optimal control problem of Singular bilinear systems is studied in this paper firstly.
使用坐标变换，将双线性系统中的倍增控制项和叠加控制项重新组合成与线性系统有相同形式的非线性系统。
The nonlinear system as linear system in form is composed of multiplicative control and additive control items in bilinear system using coordinate transformations.
研究了存在扰动的一般双线性系统的非线性状态反馈控制方案及双线性系统进行状态反馈精确线性化的特点。
This paper presents schemes of controlling bilinear systems with disturbances by nonlinear state feedback and characteristics which possess accurate linearizing bilinear systems by state feedback.
本文利用方块脉冲函数的特点，对双线性系统的分析及辨识问题进行了讨论，得出了一套便于应用的递推算法。
Problems ot analysis and identification of bilinear systems via block-pulse functions arc discussed, and recursive algorithms convenient for computer are presented.
本文定义了一类“近乎双线性”系统。可用以近似一类奇异摄动双线性系统，而且可以描述某些实际工业对象。
In this paper, a class of "nearly bilinear" systems is defined, which can not only approximate singular perturbation bilinear systems, but also describe some practical industry processes.
本文讨论了在噪声功率有界的假设下双线性系统参数的集员辨识，给出了双线性系统参数集员估计的递推形式，并讨论了收敛性。
Based on the assumption of the unknown-but-bounded (UBB) noise, an interval algorithm for set-membership identification of parameters of linear time-invariant system was used to seek the minimal.
本文讨论了在噪声功率有界的假设下双线性系统参数的集员辨识，给出了双线性系统参数集员估计的递推形式，并讨论了收敛性。
Based on the assumption of the unknown-but-bounded (UBB) noise, an interval algorithm for set-membership identification of parameters of linear time-invariant system was used to seek the minimal.
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