广义非线性Schr?dinger扰动耦合系统的泛函渐近解  

Functional Asymptotic Solution for Generalized Nonlinear Disturbed Schr?dinger Coupled System

作　　者：张海涛[1] 汪维刚 汪桂莲 汪方圆 陈方杰[4] 李欢 ZHANG Haitao;WANG Weigang;WANG Guilian;WANG Fangyuan;CHEN Fangjie;LI Huan(Department of Basic,Hefei Preschool Education College,Hefei 230011,China;Long He Middle School,Tongcheng 231400,China;Software Institute,Yunnan University,Kunming 650091,China;Department of Science and Technology,Tongcheng Teachers College,Tongcheng 231402,China)

机构地区：[1]合肥幼儿师范高等专科学校基础部,安徽合肥230011 [2]安徽省桐城市龙河中学,安徽桐城231400 [3]云南大学软件学院,云南昆明650091 [4]桐城师范高等专科学校理工系,安徽桐城231402

出　　处：《安庆师范大学学报（自然科学版）》2018年第2期49-51,共3页Journal of Anqing Normal University(Natural Science Edition)

基　　金：安徽省高校自然科学研究重点项目(KJ2013A133;KJ2017A901;KJ2017A912)

摘　　要：针对一类薛定谔非线性扰动耦合系统,提出利用非线性理论讨论其在无扰条件下的精确解,再利用泛函迭代的方法得到非线性薛定谔非线性扰动耦合系统的泛函稳定解。The exact solution for a class of the generalized disturbed nonlinear Schr？dinger coupled system is studied.Then, the functional asymptotic analytic solution of the Schr？dinger disturbed nonlinear coupled model is found by using a valid method. Obtained stable solution is the analytic expression.

关 键 词：非线性薛定谔方程 耦合系统 近似解 泛函稳定解 

分 类 号：O175.29[理学—数学]