1) mutual-inductance parameter
互感参数
1.
By means of analyzing the magnetic field distributing principle of bearingless motor,and based on the relationship between magnetic flux and windings inductance parameters,the general calculating model of mutual-inductance parameters of four-pole bearingless motor with two-pole suspension system was derived.
通过解析无轴承电机的气隙磁通分布规律,基于磁链和绕组电感之间的关系,推导出二极悬浮控制四极无轴承电机的一般化互感参数解算模型。
2) mutual parameter
互参数法
1.
The basis of mutual parameter method is explored to correct the permutation in blind signal processing.
深入研究了盲信号处理中解决次序不确定的互参数法的理论基础,通过公式推导和高斯白噪声下的仿真实验,揭示了互参数法有效的原因之一是离散傅立叶的计算方法提供了互参数的相关性,从而得出了互参数法的应用可以拓展至语音信号以外的信号的结论;通过对源信号计算互参数来反映相关系数Corr和KL距离在语音信号卷积混合频域解法中的性能,发现KL距离的性能优于相关系数,但是在某些情况下,由于离散化带来的误差和信号长度太短而引起的独立性下降等因素,使得KL距离仍然存在着不能够进行有效进行频率对准的可能。
3) interconnect parameters
互连参数
1.
Integrated circuit process advances to super sub-micrometer and nanometer technology nodes, process variations influence the precision of devices and interconnect parameters, damages the function and yield of IC.
集成电路工艺达到超深亚微米与纳米技术节点,工艺变异降低器件与互连参数的精确性,影响集成电路性能与成品率。
4) mutual inductance
互感系数
1.
The mutual inductance of any two coaxial circular coils and the distribution of the magnetic induction line from the system;
任意两共轴圆线圈间的互感系数及磁感线的分布
2.
Discussion on the mutual inductance M_(12 )=M_(21);
对互感系数M_(12)=M_(21)的讨论
3.
The approximate analytic formula of the mutual inductance between two loops with the same axis and size and that of their interaction;
同轴等大线圈互感系数及相互作用力的近似解析公式
5) mutual inductance coefficient
互感系数
1.
The directives concerning the protection of telecommunication lines against harmful effects from electricity lines specified by Comite Consultatif Internationale de Telegraphique et Telephonique (CCITT) give basic representation of mutual inductance coefficient which contains infinite integral.
传输线路之间的互感系数是计算纵电动势和纵电压的重要参量。
2.
This paper deduces the general result that the mutual inductance coefficient can be ne- glected when two infinitely long and straight solenoids in connected series from the theoreti- cal calculation and corrects the mistakes which appeared in some papers when the problem was discussed.
本文由理论计算导出两长直螺线管对接时其间互感系数可以忽略的普遍结论,澄清有关文献讨论此问题时出现的错误。
6) coefficient of mutual inductance
互感系数
1.
Direct proof for the coefficient of mutual inductance M_(21)=M_(12);
互感系数M_(21)=M_(12)的直接证明
2.
There is only one coefficient of mutual inductance about two round roads L_1 and L_2,i.
关于两个回路L1和L2的互感系数只有一个,即M12=M21,理论证明方法除普通物理电磁学教材中的证明方法外,还有另两种证明方法,即运用磁矢势和磁偶极子来证明互感系数M12=M21。
3.
A simple and convenient method of direct proof for the coefficient of mutual inductance is given.
通过斯托克斯公式及公式本身的对称性 ,给出了一种直接证明互感系数M2 1=M12 的简便方
补充资料：变分参数法
变分参数法
[ variatkm - parametric method
变分参数法Ivar‘‘犯·Para心tric砚t坛对;BaP“a”Ifo-““0一n叩aMeTp“，ecKH盆MeTO及J 关于由把圆盘E={::}:!
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