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solitons
- 这是我和同事门一起努力编的的孤立子程序。基本上所以孤立子的情况都考虑到了，对计算物理，特别是搞非线性数学的极大的帮助
Simulation.rar
- 光纤耦合器中光孤子传输仿真研究__本文用matlab对光孤子在光纤耦合器中传输的过程进行仿真。,Optical fiber coupler in the simulation of optical soliton transmission using matlab __ optical solitons in optical fiber coupler in the transmission process simulation.
soliton
- 本程序是利用分步傅里叶算法解非线性薛定谔方程-this program is used for NLS by the split step Fourier method
Fig.5
- Stud. Appl. Math. 118, 153-197 (2007)关于solitons的一篇文章，位图figure5的编程-Stud. Appl. Math. 118, 153-197 (2007) on the solitons in an article, bitmap figure5 Programming
Fig.6
- Stud. Appl. Math. 118, 153-197 (2007)关于solitons的一篇文章，figure6的编程，主要是运用牛顿迭代法进行数值模拟的。-Stud. Appl. Math. 118, 153-197 (2007) on the solitons in an article, figure6 programming, primarily using Newton' s iterative method of numerical simulation.
Optical-Solitons
- The goal of this project is to analyze the properties of optical solitons.
Spatial-solitons-in-colloidal-media
- 本文章说明的是光孤子在纳米胶体粒子中的非线性光传输理论，并且通过数值求解得出孤子解！-We study nonlinear light propagation in colloidal nanosuspensions. We introduce a novel model for the nonlinear response of colloids which describes consistently the system in the regimes of low and high lig
Soliton
- 仿真了光孤子的时域和频域特性，其特点是爱传输过程中时域和频域波形不会有所变化-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
10.1140_epjd_e2010-00162-0
- 双折射光纤耦合修正非线性薛定谔方程的暗和反暗矢量孤子-Dark and anti-dark vector solitons o f t he coupled modified nonlinear Schrodinger equations from the birefringent o ptical fib ers
光孤子模拟软件NLSE
- 计算光纤中光孤子的传播，利用分布傅里叶变换(Calculate the propagation of solitons in optical fibers)
MCS_MATLAB_v3_1
- "Modified cuckoo search: A %new gradient free optimisation algorithm" Chaos, Solitons & Fractals Vol
NLSE
- 利用分布傅里叶方法进行数值仿真，包含损耗、色散、SPM效应。 可以观察脉冲展宽与压缩，光孤子演化。(The distributed Fourier method is used for numerical simulation, including loss, dispersion and SPM effect. We can observe the pulse broadening and compression, and the evolution of optical soliton