1) normal frequency
简正频率
1.
It will be more complicated to be calculated with the increase of degrees of freedom,but it will become easy if the method of transformation matrix by the computer is used,by means of which,we can gain normal frequency,normal coordinates and coupled oscillation graph of .
应用矩阵方法进行计算,随着系统自由度数的增加,计算工作量很大,为此必须借助计算机进行计算,得出系统的简正频率、简正坐标及耦和振动曲线图。
2) frequencies into degeneration
频率简并
4) reduced frequency
简约频率
5) frequency correction
频率校正
1.
A new frequency correction method was obtained,suitable for the situation of high-order harmonic generation,and this method was proved by two simulation experiments.
采用相位差法对工频频率测量进行了研究,推出了频率校正的计算公式;研究了窗函数和窗长度的选择对校正精度和响应时间的影响,在窗长度足够长的情况下,采用布莱克曼窗、凯泽窗有很高的校正精度;为提高响应速度,推导出了窗长为一个工频周期的傅立叶系数的计算公式,得出只含单频成分时,仍能够采用相位差法对频率进行校正,而当含有高次谐波时不宜直接采用相位差法的结论;还得到一种新的频率校正方法,该方法适合含有高次谐波的情况;通过给出的两种模型进行仿真实验,验证了理论结果的正确性。
补充资料：频率计量(见时间频率计量)
频率计量(见时间频率计量)
frequency metrology: see time and frequency metrology
口n IQ liliang顷率频率计皿(f比quency metrolo盯) 计t。见时闰
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