文件名称:Split-Step-Fourier
介绍说明－－下载内容均来自于网络，请自行研究使用
这个Matlab的m代码解决了薛定谔方程，沿着带宽频率和相位偏移，显示三维图像。-The Matlab m-code to solve the Schrodinger equation along the bandwidth of the frequency and phase offset, showing three-dimensional image.
相关搜索： split
step
split
step
Fourier
split
split
step
matlab
schrodinger
split-step
split-
step
fourier
split
step
matlab
split
step
split
step
method
propagation
fiber
matlab
fourier
split-
step
fourier
step
split
step
Fourier
split
split
step
matlab
schrodinger
split-step
split-
step
fourier
split
step
matlab
split
step
split
step
method
propagation
fiber
matlab
fourier
split-
step
fourier
(系统自动生成,下载前可以参看下载内容)
下载文件列表
loadFile.do.htm
loadFile.do_files
.................\blue_band_536x5.gif
.................\bullet.gif
.................\Captcha.htm
.................\cmnty1.css
.................\doc.gif
.................\dots_rnav.gif
.................\dots_rnav_top.gif
.................\exclamation.gif
.................\fullstar.gif
.................\fullstar_grey.gif
.................\ltblue_top_nav_trans.gif
.................\mail_brdr.gif
.................\mlc_logo.gif
.................\preview.jpg
.................\question.gif
.................\s28252052815367.gif
.................\site3.css
.................\spacer.gif
.................\submitfile.gif
.................\s_code.js
.................\xmlicon_30x12.gif
split_step_fourier_method.m
loadFile.do_files
.................\blue_band_536x5.gif
.................\bullet.gif
.................\Captcha.htm
.................\cmnty1.css
.................\doc.gif
.................\dots_rnav.gif
.................\dots_rnav_top.gif
.................\exclamation.gif
.................\fullstar.gif
.................\fullstar_grey.gif
.................\ltblue_top_nav_trans.gif
.................\mail_brdr.gif
.................\mlc_logo.gif
.................\preview.jpg
.................\question.gif
.................\s28252052815367.gif
.................\site3.css
.................\spacer.gif
.................\submitfile.gif
.................\s_code.js
.................\xmlicon_30x12.gif
split_step_fourier_method.m