耦合Schr?dinger方程的多朗斯基解研究  

The Multiple Wronskian Solution for the Coupling Schr?Dinger Equation

作　　者：杨建文[1] 马坤[1] 

机构地区：[1]浙江师范大学数理与信息工程学院,浙江金华321004

出　　处：《安阳师范学院学报》2016年第2期12-16,共5页Journal of Anyang Normal University

摘　　要：Wronskian技巧是数学研究中一类重要的工具之一,有着非常广泛的应用.本文我们重点探讨了三耦合的Schr?dinger方程.首先通过位势变换将方程转化成双线性形式,然后在双线性方程的基础上引入新的函数,构成行列式形式.利用Wronskian技巧,进而求出方程4-Wronskian的解.Wronskian technique is an important tool in mathematical research,and it has a very wide range of applications. This paper,mainly recommends the three coupling Schrodinger equation. In the first place,It introduces potential equation transformation that can be converted into the bilinear form. Then,on the basis of the double linear equation,the Wronskian determinant can be made by introducing some new functions. The 4-Wronskian solutions are obtained by using the Wronskian technique.

关 键 词：WRONSKIAN技巧 SCHRODINGER方程 位势变换 双线性方程 

分 类 号：O175[理学—数学]