1) complex oscillation constant
复振荡常数
2) oscillation constant
振荡常数
3) complex oscillation
复振荡
1.
J K Langley gave several results on the complex oscillation for higher order linear differential equations.
Langley给出的高阶齐次线性微分方程复振荡的结果的基础上,对具有Fabry缺项整函数系数的高阶齐次线性微分方程的复振荡进行了探
2.
A previous perturbation result,which concerns the complex oscillation for second order differential equations with entire coefficients of positive integer orders, was recently extended to the case which with entire coefficients of infinite order.
先前关于正整数级整函数系数的二阶微分方程复振荡的扰动结果,最近已被拓展到无穷级整函数系数的情况。
3.
On the investigations of a property of solutions and the complex oscillation for the transcendental-type periodic seond order linear differential equations, a breakthrough was made in 1990.
本文对一类超越型高阶周期线性微分方程解的性质及复振荡证明了:设B(ξ)=g1(1/ξ)+g2(ξ),其中g1(t)和g2(t)是整函数,以及g1(t)(或gz(t))是超越的且级小于1/2。
4) complex oscillation
复合振荡
5) steady oscillating current
定常振荡流
1.
A modified characteristic line method for numerical calculation of steady oscillating current is proposed.
本文研究了气液活塞泵的运动机理 ,提出了一种用于定常振荡流数值计算的“修正特征线法” 。
6) normal mode
正常振荡型
补充资料:几复寄槟榔且答诗劝予同种复次韵寄之
【诗文】:
少来不食蚁丘浆,老去得意漆园方。
监中已失儿时面,忍能乞与兵作郎。
【注释】:
【出处】:
少来不食蚁丘浆,老去得意漆园方。
监中已失儿时面,忍能乞与兵作郎。
【注释】:
【出处】:
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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