导出了电子获得加速所需的激光强度阈值及相应的电子能量增益的一般解析表达式。
The general formulae which represent the critical intensity of the laser pulse for the acceleration and the corresponding energy gain of the particles are derived.
采用自相似函数的方法可以获得解析解的一般表达式。
The general expressions of analytical solutions are obtained by the methods of self-similar functions.
在本文中，首先提出了用近似的解析表达式定量描述气候要素场的一般问题。
In this paper, the author firstly proposes the generalized problem of the quantitative description of climatic field by means of approximate analytic expression.
本文给出一个建立键式结构本征函数解析表达式的一般方法。
In this paper, a general method for establishing the analytical expressions of the eigenfunctions of the linked structures is induced.
本文根据激光的目标等效反射截面的概念，提出计算从目标反射回来的激光波形的一般公式。推导出从漫反射的平板、球和圆柱目标反射回来的激光波形的解析表达式。
In this paper a general formula for calculating the laser waveshapes reflected from the targets is proposed on the basis of the idea on laser equivalent cross-section reflected from the targets.
文章通过对流体的速度场、电场和磁场中通量的解析，总结出了任意的矢量场通量的定义、一般表达式及一般计算方法。
It sums up the definition, general expressing formula and general calculating method of flux in any vector field by analyzing the flux in the speed field, electric field and magnetic field of fluid.
基于非相关早减迟延时锁定环和反正切载波跟踪环，得出了由一般形式的误差解析表达式导出的码相和载波相位跟踪误差曲线。
Based on noncoherent DLL and arctan carrier PLL, the curves of tracking errors in general forms are given after a series of computing and simulation.
在理论上没有一般性的解析表达式，无论是薄板还是厚板，本文由边界积分法给出了一般封闭解析解的表达式。
There is no universal analytic formula in theory. This paper offers the universal analytic formula for thin and thick plates with the method of edge integration.
文章通过对流体的速度场、电场和磁场中通量的解析，总结出了任意的矢量场通量的定义、一般表达式及一般计算方法。
The character of generalized distance of equality sequence was discussed and the expression of first order recursive sequence about it was put forward.
采用自相似函数的方法可以获得解析解的一般表达式。
The problems discussed can be transformed into Riemann-Hilbert problems by this method, then analytical solutions are obtained by self-similar functions.
采用自相似函数的方法可以获得解析解的一般表达式。
The problems discussed can be transformed into Riemann-Hilbert problems by this method, then analytical solutions are obtained by self-similar functions.
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