1) equation of definitive range on the light frequency
光频率定义域方程
2) definitive range of light frequency
光频率定义域
1.
Based on the developing equationOf definitive range of light frequency,we have calculated with accuracy factor n=3 that the long wave frequency point as the temperature 200K and the short wave frequency point as the temperature 6000K are to respectively.
利用导出的光频率定义域方程,取计算精度因子n为3,计算出了温度为200K时的长波频率界是1。
3) equation of definitive range
定义域方程
1.
Give an accuracy factor n,using the planck formula,and deduce the equation of definitive range on the light wavelength 10~nx~5_j-21.
引进一个计算精度因子n,导出普朗克公式eb(,λT)=C15λ(eC2λT-1-)1中光波长λ的定义域方程为10nx5j-21。
4) Frequency-domain wave equation
频率域波动方程
5) light frequency equation of inflexion
拐点光频率方程
1.
A light frequency equation of inflexion on planck function;
普朗克函数的拐点光频率方程
6) frequency equation
频率方程
1.
The frequency equation of RF MEMS switches was derived by separation of variable.
利用变量分离法推导出桥模式RF MEMS开关的频率方程组。
2.
Based on theoretical analysis of stepped bending vibration boring bars,the frequency equation of a stepped bending vibration boring bar with circular and square sections is established.
通过对阶梯式弯曲振动镗刀杆的理论分析,推导出了圆形截面和矩形截面组合的阶梯弯曲振动镗刀杆的频率方程,并对阶梯弯曲振动镗刀杆进行了试验研究。
3.
In this paper,tubular vibrator with coupled longitudinal and radial vibration is studied,and the frequency equation of tubular vibrator derived.
对纵径耦合振动的管形振子进行了研究,给出了管形振子的频率方程,并利用有限元和边界元软件对管形振子的振动模态和辐射的声场特性进行了分析。
补充资料：定义域
定义域
domam of definition
定义域冲翔.加of山』川自阅;06月aeT‘onp切即e.，:]，函数的 一个集合，所考虑的函数是在这个集合上给出的;即一切元素x的集合X，函数f使每个x‘X对应于另一个集合Y的元素y.因此，如果f:x~y，则X称为函数f的定义域.J’I.八.Ky月p朋日eB撰【补注】如果X表示f的定义域，则f的值的集合即f(x)，称为f的值域(m飞eof明目比留). 张鸿林译
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参考词条