1) the second kind Euler integral
第二类欧拉积分
1.
Application of the second kind Euler integrals to semiconductor physics/;
第二类欧拉积分在半导体物理中的应用
2) Euler integral
欧拉积分
1.
Solving Definite Integral Calculation by Using Euler Integral
欧拉积分在求解定积分中的应用
2.
In this paper,aiming at solving some very difficult definite integral caculation problems,these problems are transformed into Euler integral through certain transformation at first,then these problems are solved easily by using some of properties of Euler integral,so it provides an effective method of solving some special tpyes of definite integral caculation to us.
本文针对某些难度较大的定积分计算问题,首先通过适当的变换将其转化为欧拉积分,再应用欧拉积分的性质,从而使定积分计算问题巧妙地得到解决,进而为一些特殊型的定积分计算提供了一种有效方法。
3.
By using the special quality of Euler integrals,we can solve the question much better.
利用欧拉积分的特殊性质,使求解可行且有效。
3) integral euqation
第二类积分方程
4) analytic function theory
第二类Dirichlet积分
1.
The second Dirichlet s integral is solved by trigonometric reduced formulas and analytic function theory, namely, formula solutions have been given?The special term 1z plays a key role in solving the problem.
利用三角降次公式及解析函数的理论解决了第二类Dirichlet积分问题,并给出其公式解,其中特殊项1z起着关键作用。
5) second curvilinear integral
第二类曲线积分
1.
This article expounds the teaching method reformation of second curvilinear integral, bring upped the own way of doing.
对第二类曲线积分的教学方法进行了探索,提出了自己的做法。
6) surface integral type 2
第二类曲面积分
1.
In this paper,the application of symmetry method is discussed in calculating curve integral and surface integral type 2,and some useful conclusions and examples are given.
本文探讨了对称性在第二类曲线积分和第二类曲面积分中的应用,给出了一些有用的结论,并举例说明。
补充资料：欧人
1.瓯人。欧﹐通"瓯"。古越族的一支。 2.欧洲人。
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