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Home > english-chinese > "coupled impedance" in Chinese

Chinese translation for "coupled impedance"

偶合阻抗
耦合阻抗


Related Translations:
line impedance:  线路阻抗
optimum impedance:  最佳阻抗
impedance dialling:  阻抗拨号
lumped impedance:  集总阻抗
synchronous impedance:  同步阻抗
spur impedance:  寄生阻抗
bilateral impedance:  双向阻抗
impedance level:  阻抗大小阻抗位准
soil impedance:  土壤阻抗
secondary impedance:  次级阻抗
Example Sentences:
1.It suggested that the ridge - loaded structure can improve the coupling impedance in a way
结果表明,脊加载结构在某种程度上能提高耦合阻抗。
2.The increasing of the width of the groove makes the phase velocity decreased largely but almost no effects on the bandwidth , and the coupling impedance enhanced
槽口宽增大相速减小较多,频宽几乎没有什么变化,耦合阻抗增大。
3.With the radius of the center conductor increasing , the phase velocity is also decreased a lot , the bandwidth is relatively widened , and the dispersion of the structure is weakened but the coupling impedance is lowered
轴半径增大,相速明显减小,频宽有一定程度的增加,色散减弱,耦合阻抗值降低。
4.For multi - infeed hvdc systems , when the minimum eigenvalue of the system becomes zero , the voltage stability graph can be plotted effective short circuit ratio as function of coupling impedance
对于多馈入hvdc系统,在最小特征值为零的情况下,可以根据这种关系作出有效短路比?连接阻抗图,即电压稳定图。
5.The slow - wave characteristics neglecting and taking account of space harmonics ( sh ) for periodically iris - loaded confocal elliptical waveguides are analysed , and the dispersion equation and the mean coupling impedance of this structure are obtained by
分析了周期膜片加载共焦椭圆波导,在考虑空间谐波和不考虑空间谐波两种情况下的慢波特性。应用场匹配方法得到这种结构的色散方程和平均耦合阻抗。
6.( c ) for the helical swallow - tailed structures with same groove width , the deep groove depth one which is suitable for the use in a interaction system of high power twts , has the largest coupling impedance and the lowest phase velocity in comparison with the other different groove profiles
( 3 )具有相同槽日宽度的燕尾形螺旋槽结构在槽深度较深情况下用作大功率行波管的互作用系统具有最大的耦合阻抗和最低的相速。
7.First , the theory of the coaxial disk - loaded cylindrical waveguide sws is analysed , and the dispersion equation and the coupling impedance of this structure are obtained . through the numerical caculation , it is discussed that the influence of various circuit dimensions on the dispersion and the coupling impedance . 2
本文的主要研究工作和创新点如下:一、首先完善了同轴膜片加载圆波导慢波系统的理论分析,得到该系统色散方程和耦合阻抗表达式,并通过数值模拟计算,详细讨论了慢波系统几何尺寸对色散特性和耦合阻抗的影响。
8.By a large amount of calculations , the influence of the structure dimensions and the dielectric parameters on dispersion characteristic and coupling impedance of this kind of slow - wave structure is obtained . then , the linear beam - wave interaction theories of the arbitrarily - shaped helical groove waveguide and the dielectric into the arbitrarily - shaped helical groove waveguide are deduced . by the numerical calculations , the relationship is got between the small signal gain , bandwidth , electromagnetic " hot " velocity and the electronic beam , the structural parameters
通过数值计算,获得了此类慢波结构的色散特性和耦合阻抗随结构几何尺寸和介质参数的变化规律;在此基础上,建立了任意槽形螺旋槽及中心加介质棒的任意槽形螺旋槽行波管的注-波互作用线性理论,并编制程序,计算了管子的小信号增益、带宽、电磁慢波的“热”相速与电子注参数、结构参数之间的关系,获得了增加带宽或增益的途径。
9.First , on the basic theory of the coaxial disk cylindrical waveguide , we analysis field equation in each area of the coaxial disk cylindrical waveguide with longitudinal ribs . the dispersion equation and the coupling impedance of this structure are obtained by means of triangle function ' s orthogonality and combing with the field matching method . through the numerical calculation , we discuss the influence of various structure ' s parameter on the dispersion and the coupling impedance
主要工作和创新成果如下:一、首先在盘荷波导理论的基础上,严格分析加上脊后的各区场表达式,利用边界条件和函数的正交性推导出对应的色散方程和耦合阻抗表达式,并通过数值模拟计算,详细讨论了该结构的几何参数对色散方程和耦合阻抗的影响。
10.The research on the rf characteristics of the conductor - centered helical groove sws . ( a ) in the " cold " system , we found that the changing of depth of the groove has no distinct effects on the phase velocity at the lower frequency region ; but with the increasing of the frequency , the phase velocity and bandwidth are reduced slightly , the structure is more dispersive and the coupling impedance is enhanced
对具有中心导体轴的矩形螺旋槽慢波系统的高频特性进行了理论研究: ( 1 )在冷系统中的研究结果表明:频率较低时,槽深的改变对相速的影响不是很大,随着频率的增大相速略有减小,同时带宽也有所减小,色散变得稍强,耦合阻抗增大。
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