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光纤中的非线性光纤光学光孤子的傅里叶接

于 2020-03-11 发布

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说明：超短脉冲是谐振腔中增益与损耗达到平衡、色散与非线性达到平衡时所产生的。本模拟是采用分步傅里叶的解，数值求解薛定谔方程。求光孤子在光线内传输。(Ultra-short pulses are generated when the gain and loss of the cavity are balanced, and the dispersion and nonlinearity are balanced. This simulation uses a stepwise Fourier solution to numerically solve the Schrodinger equation. Find the optical soliton to propagate in the light.)

文件列表：

光纤中的非线性光纤光学光孤子的傅里叶接\光孤子传播的非线性薛定谔方程快速傅里叶算法求解.m, 1733 , 2018-10-29
光纤中的非线性光纤光学光孤子的傅里叶接\光孤子传播的非线性薛定谔方程快速傅里叶算法求解，3D图，附有详细说明.doc, 32768 , 2018-10-29
光纤中的非线性光纤光学光孤子的傅里叶接, 0 , 2020-03-11

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