1) reflecting attenuation
双口互易网络
1.
According to the theorem of equality ratio of the fractional linear conversion Using finite discrete detective data, gets the dissipating and reflecting attenuation of a reciprocal two-port network by computer satistical regression All the formulas are programmed on microcomputer, and the result is rather satisfactory, therefore the measuring model is feasibl
根据互易网络的分式线性变换特性 ,利用任意间隔的有限数据点 ,通过计算机统计回归解处理数据得到了双口互易网络衰减量的测量模型。
2) nonreciprocal network
非互易网络
3) two-port network
双口网络
1.
The types of interconnection of two-port networks are: series,parallel,series-parallel,parallel-series and cascade connection.
一些功能不同的双口网络适当地连接在一起会实现某种特定的功能。
2.
Considering the changes of a power system in topology and on the basis of the two-port network theory, a fast method to calculate the open-port voltage of positive sequence network during a large-scale power system oscillation, which is caused by asymmetrical open-conductor faults, is presented.
基于双口网络理论 ,对继电保护整定计算过程中大型电力系统非全相振荡时任意时刻正序网断相口开路电压的计算方法进行了深入研究 ,提出了一种能自动适应电力系统网络操作 ,可快速计算大型电力系统非全相振荡时任意时刻正序网断相口开路电压的新方法 ,并应用这一方法解决了继电保护整定计算中快速计算大型电力系统非全相振荡时任意时刻电气量的问题。
3.
tuner or the televisor in VHF band by the theory of Two-port network and filter.
本文应用双口网络及滤波器理论系统地讨论了电视机VHF频段高频调谐器中输入带通滤波器的原理及设计。
4) double-port network
双口网络
1.
In this paper, the g-parameters of double-port networks in series-parallel connection are deduced, and its application in circuit analysis is introduced.
导出了双口网络串-并联的g参数间的等效变换关系,并介绍了其在电路分析中的应用。
5) two port network
双口网络
1.
This paper adopts the theory of two port networks to simplify the sinusoidal oscillating circuit into no power two port networks and describes it with parameter of two port networks.
采用双口网络理论,将正弦振荡电路化简成无源双口网络,且用双口网络参数来描述,并应用双口网络理论,对正弦振荡电路的起振条件和稳定性作定量分析。
6) reciprocal network
倒易网络,互易网络
补充资料:RIM聚氨酯-环氧互穿网络
分子式:
CAS号:
性质:指采用RIM技术形成的聚氨酯和环氧树脂相互贯穿的交织网络聚合物。既使聚氨酯获得增强,又改善了环氧树脂的韧性,从而提高了材料的使用性能及与金属的黏结性。其性能随两组分的比例变化而变化。
CAS号:
性质:指采用RIM技术形成的聚氨酯和环氧树脂相互贯穿的交织网络聚合物。既使聚氨酯获得增强,又改善了环氧树脂的韧性,从而提高了材料的使用性能及与金属的黏结性。其性能随两组分的比例变化而变化。
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