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1)  electrical crosscoupling
电路耦合
2)  coupling circuit
耦合电路
1.
The electromotive force equations of salient pole synchronous motor are deduced by two-reaction theory and by coupling circuit concept.
本文分别用“双反应理论法”和“耦合电路法”分析凸极同步发电机,得到相同的电动势方程式,指出了两种分析方法的共性,并分析了二者的优缺点。
2.
In the interest of realizing carrier communication using LVPL, it is sticking point to analyse and design the coupling circuit of the communication.
为了利用电力线实现可靠的载波通信,耦合电路的分析与设计是问题的关键。
3.
By the use of analogy relation in electromechanical system,the mechanical system is converted into the equivalence electrical circuit,finally,electromechanical coupling circuits of rotating machines are deduced.
利用机电系统的类比关系 ,将旋转电机的机械运动系统转化成等效电路 ,从而导出了旋转电机的机电耦合电路。
3)  coupled electric circuit
耦合电路
1.
Using a new quantization idea of the damped electric circuit, the inductive-coupled electric circuit is quantized when there exist resistances in the component circuits.
从电阻产生的物理机理即电子与晶格的碰撞出发 ,对两分回路中都有电阻时的电容耦合电路进行了量子化 ,并给出了分回路及耦合部分的量子涨落 ,同时考虑了温度的影
2.
The effects of the difference of circuit parameters or capacitances and inductances on the quantum fluctuations in the non-resonant damped mesoscopic coupled electric circuits were studied.
研究了两个分回路中电路参数即电容和电感的不同对有阻尼的介观耦合电路中量子涨落的影响。
3.
For different states of the mesoscopic capacitive coupled electric circuit, reduction of quantum fluctuations induced by the coupling was studied.
对于电容耦合电路的不同实际状态 ,研究了完全由耦合引起的量子涨落减小问题 。
4)  Coupled circuit
耦合电路
5)  coupled circuits
耦合电路
1.
Starting with the equation for the classical motion of nondissipative mesoscopic mutual inductance coupled circuits, we studied the quantization scheme of the coupled circuits and the quantum fluctuation of the voltage and current in the eigenstate of the coupled circuits.
从经典运动方程出发 ,对无耗散介观电感耦合电路体系进行了量子化处理 ,并研究了体系处在任一本征态时电流、电压的量子涨落 ,结果表明 :每个回路中电流、电压的量子涨落不仅与体系所处状态、该回路的元件有关 ,而且与体系中另一个回路的元件、两个回路的互感系数有
6)  Coupling circuit method
耦合电路法
1.
The electromotive force equation in static state of transformer、DC motor、asynchronous motor、synchronous motor without damping windings were deduced by theory of composite magnetic field in all kinds of teaching material about electric machinery,but in dynamic state the coupling circuit method from electric theory was adopted.
实际上通过耦合电路法同样可以推导出上述四类电机的的电动势平衡方程。
补充资料:发射极耦合逻辑集成电路
晶体管导通时工作在非饱和区的一种逻辑集成电路。有“或”和“或非”两种输出。可构成各种逻辑关系。特点为开关速度快,甚至达亚毫微秒,但功耗大,抗干扰力差。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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