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1)  characteristic response frequency
特征响应频率
2)  frequency response method of characteristics
频率响应-特征线法
3)  intrinsic frequency response
本征频率响应
4)  feature of resistivity response
电阻率响应特征
1.
After studying to the feature of resistivity response of the slope failure, the variety of resistivity during evolution of slope from steady to unsteady was found and the characteristic marks of resistivity response about slope failure was concluded.
利用边界积分方程法对岩石边坡失稳地球物理模型的视电阻率进行了系统数值计算,研究了岩石边坡失稳的电阻率响应特征,揭示了边坡从稳定→失稳演化过程的电阻率变化规律,从而实现了边坡失稳的电阻率响应特征的提取。
5)  frequency response characteristics
频率响应特性
1.
The frequency response characteristics of this system with nonlinear and linear restoring force are studied respectively and compared.
用MATLAB中的实时仿真工具Simulink建模,结合频谱分析方法,研究了弹性力为非线性恢复力的两自由度汽车模型的频率响应特性,并与线性力作用下的频率特性作了比较,为解决非线性振动问题提供了一种新的方法。
2.
Frequency response characteristics of linearly chirped fiber gratings with different distributed coupling coefficients have been analyzed numerically.
针对光栅不同的耦合系数分布 ,数值分析了分布耦合系数对线性啁啾光栅频率响应特性的影响。
3.
In this article,the authors use C++ and C to compile programs to design a set of computer aided instruction software of drawing methods concerned with frequency response characteristics——the NYQUIST plot and the BODE plot.
采用C+ + 和C混合编程设计了一套有关频率响应特性———NYQUIST图和BODE 图绘图方法的辅助教学软件。
6)  frequency response
频率响应特性
1.
The frequency response character of vibrations aroused by cutter feeding is obtained.
文章对在活塞杆切削中 ,刀具轴向进给所产生的扭转振动、纵向振动、弯曲振动进行了计算与分析 ,找出了刀具进给与引起振动间的频率响应特性。
2.
The basic theory, the realization and the frequency responses are .
文中介绍了一种通过后续电路的处理来测量小电流的新型Rogowski电流互感器 ,给出了其基本原理、实现和频率响应特性 ,最后就额定电流为 1 0 0 A的Rogowski电流互感器给出了实验结果。
3.
When carbon nanotubes modified by nitric acid are used as electrodes and 30%(wt) H 2SO 4 aqueous solution is used as the electrolyte,supercapacitors with specific capacitance of 69 F/g and good frequency response are obtained .
当用硝酸改性处理的碳纳米管作电极 ,用 30 % (wt)的H2 SO4作电解质溶液时 ,所得超大容量离子电容器不仅能形成双电层电容 ,也能形成赝电容 ,从而得到了 6 9F/g的比电容 ;同时碳纳米管电极超大容量离子电容器具有良好的频率响应特
补充资料:频率响应法
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性质:一种建立系统非参数模型的方法。即给系统施加一系列不同频率的正弦信号,观测系统对这些正弦信号的不同输出响应,以求取系统数学模型的待定参数。有了数学模型以后,即可进行分析系统动态特性等等。

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