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Singular bilinear system, different from a linear singular system, is a kindof nonlinear singular systems.

本文的主要工作就是研究广义双线性系统的故障诊断与容错控制。

For a single-input bilinear singular system, a stable region of closed loop system around the origin is approached.

对单输入的双线性广义系统,探讨出闭环系统在原点附近的一个稳定域。

The relationship of the peak deformation of inelastic and corresponding linear single-degree-of-freedom system with bilinear hysteretic character is analyzed.

本文分析了双线性单自由度体系在地震作用下弹塑性位移与弹性位移之间的关系。

For this bilinear system, the optimal trajectorytracking method is used to suppress the decoherence effects brought by the environ-mental noises.

针对这个双线性系统,采用最优轨线跟踪的方法抑制环境噪声的影响。

In the paper, under the condition of that a singular system is admissible, stable controls for a bilinear singular system are designed by using two kinds of Lyapunov function respectively, and the two above control display different forms. At the same time, the control restrained by upper and lower bound is examined.

利用所构造的两种广义Lyapunov函数,在广义系统容许的条件下,分别设计了双线性广义系统的稳定控制,且上面存在的2种控制具有不同的表现形式。

In the second part we study the SIS epidemiological ecological system with bilinear incidence which both the prey and the predator catch an illness.

第二部分研究了具有双线性发生率食饵和捕食者均染病的SIS生态流行病学系统。

Using the proposed identification and control strategy, the identification results of two kinds of systems and the simulation of a bilinear process control system are presented. The generality of the model and the simplification of identification and control method together with the simulation results show that the above strategy has strong possibility to nonlinear system and high order system identification for process industries and the excellent control performances superior to a standard PID controller for the same process.

用该方法进行了两个非线性系统的模型辨识和一个双线性系统的控制仿真,模型的通用性、辨识和控制方法的简单易用和仿真结果表明,所提出的方案对过程工业和非线性、高阶系统有很好的实用性,有着比标准PID控制器好得多的控制效果。

In the first part we study the SIS epidemiological ecological system with bilinear incidence which only the predator catches an illness.

第一部分研究了具有双线性发生率仅捕食者染病的SIS生态流行病学系统。

Bilinear system model of DC-DC converters is built, combined with the control objective and extending the system, closed-loop nonlinear control system model of DC-DC converters is found.

首先建立了DC-DC变换器双线性系统数学模型,结合控制目的进行适当变形,得到DC-DC变换器的闭环非线性控制系统模型。

Combined the basic knowledge based on elliptic curve signature and proxy multi-signature system with the bilinear map, constructed a proxy multi-signature scheme.

3结合基于椭圆曲线的代理签名体制和代理多重签名的基本知识,使用双线性映射,构造了一种代理多重签名方案。

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