Description: Simulation of solitons in time domain and frequency domain characteristics, which is characterized by love of transmission time domain and frequency domain waveform does not change
To Search:
File list (Check if you may need any files):
程序\dcf1.m
....\dcf2.m
....\dcf2d.m
....\dcf3.m
....\dcf4.m
....\dcf5.m
....\dcf6.m
....\dcf7.m
....\gk1.m
....\gk11.m
....\gk11w.m
....\gk11w2.m
....\gk2.m
....\gk22.m
....\gk22d.m
....\gk3.m
....\gk4.m
....\gk5.m
....\gk6.m
....\gt11.m
....\gt12.m
....\kt1.m
....\kt11.m
....\kt111.m
....\kt111w.m
....\kt11w.m
....\kt2.m
....\kt22.m
....\kt222.m
....\kt222d.m
....\kt22d.m
....\kt3.m
....\kt4.m
....\kt5.m
....\kt6.m
....\n1.m
....\n2.m
....\n3.m
....\n4.m
....\normal1.m
....\normal2.m
....\normal22.m
....\normal222.m
....\normal2d.m
....\normal3.m
....\normal31.m
....\normal311.m
....\normal32.m
....\normal321.m
....\normal322.m
....\normal41.m
....\normal411.m
....\normal412.m
....\normal42.m
....\normal421.m
....\normal422.m
....\normal5.m
....\ran.m
....\shiyan1.m
....\shiyan2.m
....\shiyan3.m
....\shiyan4.m
....\shiyan5.m
....\shiyan6.m
....\shiyan7.m
....\wn.m
....\zhouqi.m
....\zj1.m
....\zj11.m
....\zj2.m
....\zj22.m
....\zj2d.m
....\zj2d2.m
....\zj31.m
....\zj32.m
程序
Download