1) double-fuzzy structure
双模糊结构
1.
A double-fuzzy structure power system stabilizer(D-FPSS) was presented ,which can automatically adjust the quantitative factors on-line according to the shortcoming of bad steady state performance of the common fuzzy power system stabilizer(C-FPSS).
为简化计算、获得更快的响应速度,在Matlab的Fuzzy Logic工具箱下利用高木-关野模糊推理算法设计了双模糊结构控制器。
2) fuzzy structures
模糊结构
1.
In this paper, a new finite element analysis method for fuzzy structures is proposed based on the information entropy concept.
本文利用信息熵的概念,将模糊变量转变为随机变量,将模糊结构视为随机结构进行处理,从而提出了模糊结构有限元分析的一种新方法。
3) fuzzy variable structure
模糊变结构
1.
Design of three moving massess missile system based on the fuzzy variable structure control;
模糊变结构在三滑块质量矩导弹系统上的应用
2.
In order to have a good performance for maneuvering target tracking,A fuzzy variable structure interacting multiple model(FVSIMM) algorithm based on H∞filter is proposed in this paper.
为提高对机动目标的跟踪效果,本文提出了一种基于H∞滤波的模糊变结构交互多模型算法。
3.
A fuzzy variable structure synchronization controller that insures the global asymptotically stability of TS fuzzy model is designed based on Lyapunov theory.
采用T S模糊动态模型描述Chua混沌系统,用Lyapunov稳定性理论设计出全局渐近稳定的模糊变结构同步控制器。
4) fuzzy structured element
模糊结构元
1.
Four fundamental operations of fuzzy numbers formed with fuzzy structured element;
由模糊结构元线性生成的模糊数运算
2.
By using of fuzzy structured element theory,it is defined that the order-preserving transform of bounded monotone functions on the symmetric interval [-1,1],the expression forms and correspondent membership of the four fundamental operations of fuzzy numbers base on the fuzzy structured element is obtained.
本文运用模糊数的模糊结构元表述理论,引入区间[-1,1]上单调函数的某些同序单调变换,将圆楔复模糊数的乘、除运算转换为同序单调函数之间的相应运算,解决以往基于扩张原理运算中的遍历过程带来极大的不便。
3.
This paper systematic introduced the application of fuzzy structured element method in the fuzzy-valued function analysis.
简述了模糊值函数分析学在具体工程实践应用中存在的困难和障碍,系统地介绍了模糊结构元方法在模糊值函数分析学中的应用,包括模糊结构元的概念、模糊数的模糊结构元表示形式、基于结构元表达形式的模糊数运算与隶属函数确定。
5) fuzzy structuring element
模糊结构元
1.
Solution algorithm of linear fuzzy ordinary differential equations using fuzzy structuring element
一类线性模糊常微分方程的模糊结构元解法
2.
Will give a new kind of definition of the fuzzy limit by using the methods of fuzzy structuring element .
利用模糊结构元方法给出了模糊极限的一种新的定义,这种形式摒弃了对元素遍历的繁琐运算,使得该定义运用起来更加灵活简便,而且也体现了模糊结构元方法在简化模糊分析计算方面的优越性。
3.
In order to make the expression of the formulas become simple, this paper gives a new kind of expression of the Newton-Leibniz formula by using the method of fuzzy structuring element on the condition that the arith.
为了体现该公式的灵活性,本文在受限算子下,利用模糊结构元理论给出了模糊值函数的Newton-Leibniz公式的一种新的表现形式,这种形式摒弃了对原函数的限制,使得该公式运用起来更加灵活简便,而且具有一定的实际应用价值,同时也体现了模糊结构元理论在简化模糊分析计算方面的优越性,整个公式的给出和证明过程及文章中的实例也说明了这一点。
6) Varaible structure fuzzy
变结构模糊
补充资料：2,2-双氯甲基-三亚甲基-双[双(2-氯乙基)磷酸脂]
CAS：38051-10-4
分子式：C13H24Cl6O8P2
中文名称：2,2-双氯甲基-三亚甲基-双[双(2-氯乙基)磷酸脂]
英文名称：2,2- bis(chloromethyl)-trimethylene bis[bis(2-chloroethyl)phosphate]
phosphoric acid, 2,2-bis(chloromethyl)-1,3-propanediyl tetrakis(2-chloroethyl)
2,2-bis(chloromethyl)trimethylene bis(bis(2-chloroethyl)phosphate)
2,2-bis(chloromethyl)-1,3-propanediyltetrakis(2-chloroethyl)phosphate
分子式：C13H24Cl6O8P2
中文名称：2,2-双氯甲基-三亚甲基-双[双(2-氯乙基)磷酸脂]
英文名称：2,2- bis(chloromethyl)-trimethylene bis[bis(2-chloroethyl)phosphate]
phosphoric acid, 2,2-bis(chloromethyl)-1,3-propanediyl tetrakis(2-chloroethyl)
2,2-bis(chloromethyl)trimethylene bis(bis(2-chloroethyl)phosphate)
2,2-bis(chloromethyl)-1,3-propanediyltetrakis(2-chloroethyl)phosphate
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条