資源描述：
《磁光非線性光纖中光脈沖傳播與分步傅里葉計(jì)算》由會(huì)員上傳分享，免費(fèi)在線閱讀，更多相關(guān)內(nèi)容在學(xué)術(shù)論文-天天文庫。
1、目錄3.3.1磁光效應(yīng)在時(shí)域處理..................................................................................223.3.2磁光效應(yīng)在頻域處理..................................................................................243.4算法精度分析...............................................................
2、......................................273.5磁光光纖中光脈沖的傳播特性.........................................................................283.5.1磁光光纖中的偏振轉(zhuǎn)換..............................................................................283.5.2磁光光纖的非線性特性.............................
3、.................................................303.5.3磁光光纖的色散特性..................................................................................323.6本章小結(jié).............................................................................................................34第四章
4、本征型和非本征型磁光非線性耦合模方程研究.......................................354.1橢圓偏振光的磁光非線性耦合模方程.............................................................354.1.1推導(dǎo)過程......................................................................................................354.1.2本征型和非本征型M
5、O-NLCME...............................................................384.2磁光非線性光纖的自相位調(diào)制特性.................................................................404.3橢圓偏振光耦合模方程的數(shù)值計(jì)算.................................................................434.4入射線偏振光的磁控非線性特性...........
6、..........................................................444.5本章小結(jié).............................................................................................................46第五章全文總結(jié)與展望..................................................................................
7、.........475.1本文總結(jié).............................................................................................................475.2工作展望.............................................................................................................48致謝.....................
8、...........................................................................................................49參
