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1)  Large signal current step method
大信号电流阶跃法
2)  controlled current method
电流阶跃法
3)  step signal
阶跃信号
1.
The analysis of step signal action on coupled resonant circuit is a difficult part in circuit analysis.
阶跃信号作用于耦合谐振电路的分析是电路分析中的难点。
2.
Based on the simple linear time invariant second-order system\'s response of bevel-table signal,this paper set up a mathematic connection between the rising time of bevel-table signal and some characteristic values (for example,first peak time and shake period) on the response graph and presents a method of calculating the rising time of step signal when declining shake appears,.
基于单自由度二阶系统的斜台响应,建立响应曲线上一些特征值(如第一峰值时间、振荡周期等)与斜台信号上升时间的数学关系,本文提出了一种阶跃信号测量振荡输出时的上升时间计算方法。
3.
Based on the method of generalized function,this paper mainly revises the Fourier transform formulation of index signal and index reduction,explores the continuation effect of step signal in the signal processing method,i.
利用广义函数的方法,修正了指数信号和指数衰减的Fourier变换公式,探讨了阶跃信号在信号处理方法——Fourier变换中的开拓功能,得出了在Laplace变换中通过解析开拓才能得到的相同结论,从而为进一步改变人们在Fourier变换认识方面的偏见提供了理论依据。
4)  step signals
阶跃信号
1.
In this paper, a decentralized identification technique is presented, which can only use step signals as input signals and implement the identification of every subprocess in corresponding to the local unit.
针对大工业过程 ,利用优化过程中设定点的阶跃信号。
2.
Using the step signals of set-points changes in the course of optimizing control as the input signals to identifying the steady-state models is good identification technique and reduces the disturbed to the processes.
针对双线性模型描述的工业过程的优化控制的稳态模型建立须在人为干扰很小的条件下进行,提出了利用优化过程中设定点的阶跃信号作为输入信息,在Fi为可逆矩阵的假设下,获取其稳态模型的辨识方法。
5)  sudden change in electric current
电流信号突跃
1.
In this paper, a method based on the ration of migration time aided by the sudden change in electric current (RM ASCC) is introduced for improving the reproducibility of separation results.
提出了一种提高毛细管电泳再现性的新方法———电流信号突跃辅助下的时间比法 (RM AS CC)。
6)  gavalnostatic pulse method (GPM)
电流阶跃法(GPM)
补充资料:电流阶跃法
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性质:利用恒电流仪或经典恒电流线路来控制工作电极的电流密度,使其依次恒定在不同的数值,测定相应的稳定电极电势或电势随时间的变化。前者得到的电流-电势关系,即稳态的极化曲线。后者得到电势随时间的变化,称为计时电势法。电流的改变可用手动逐点调节,也可用阶梯波信号控制恒电流仪来实现,故也称电流阶跃法。该法优点是仪器简单;问题是充电电流不易补偿。

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