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锁模激光器仿真 Figure8 NALM master

于 2021-02-20 发布
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说明：  NALM锁模激光器仿真，非线性环路反射镜锁模获得飞秒激光脉冲。(The simulation of NALM mode-locked laser shows that the femtosecond laser pulse can be obtained by mode-locked non-linear loop mirror.)

文件列表：

Figure8_NALM-master 1, 0 , 2019-03-06
Figure8_NALM-master 1\.DS_Store, 8196 , 2019-03-06
__MACOSX, 0 , 2019-03-08
__MACOSX\Figure8_NALM-master 1, 0 , 2019-03-08
__MACOSX\Figure8_NALM-master 1\._.DS_Store, 120 , 2019-03-06
Figure8_NALM-master 1\.gitattributes, 378 , 2016-06-08
Figure8_NALM-master 1\.gitignore, 670 , 2016-06-08
Figure8_NALM-master 1\Amplifier, 0 , 2019-03-05
Figure8_NALM-master 1\Amplifier\.DS_Store, 6148 , 2019-03-05
__MACOSX\Figure8_NALM-master 1\Amplifier, 0 , 2019-03-08
__MACOSX\Figure8_NALM-master 1\Amplifier\._.DS_Store, 120 , 2019-03-05
Figure8_NALM-master 1\Amplifier\AmpSimp, 0 , 2019-03-05
Figure8_NALM-master 1\Amplifier\AmpSimp\.DS_Store, 6148 , 2019-03-05
__MACOSX\Figure8_NALM-master 1\Amplifier\AmpSimp, 0 , 2019-03-08
__MACOSX\Figure8_NALM-master 1\Amplifier\AmpSimp\._.DS_Store, 120 , 2019-03-05
Figure8_NALM-master 1\Amplifier\AmpSimp\AmpSimpNoise.m, 1733 , 2016-06-08
Figure8_NALM-master 1\Amplifier\AmpSimp\AmpSimpNonoise.m, 638 , 2016-06-08
Figure8_NALM-master 1\Amplifier\AmpSimp\filter_lorentz_tf.m, 673 , 2016-06-08
Figure8_NALM-master 1\Amplifier\AmpSimp\gain_saturated2.m, 549 , 2016-06-08
Figure8_NALM-master 1\Amplifier\AmpSimp\gain_saturated3.m, 496 , 2016-06-08
Figure8_NALM-master 1\Amplifier\AmpSimp\testcodes, 0 , 2016-06-08
Figure8_NALM-master 1\Amplifier\AmpSimp\testcodes\test_fzero.m, 250 , 2016-06-08
Figure8_NALM-master 1\Amplifier\AmpSimp\testcodes\test_gain_saturated.m, 374 , 2016-06-08
Figure8_NALM-master 1\Amplifier\AmpSimp\testcodes\test_onetrip_gain.m, 1019 , 2016-06-08
Figure8_NALM-master 1\Amplifier\AmpSimp\testcodes\test_Pin_Pout.m, 493 , 2016-06-08
Figure8_NALM-master 1\Amplifier\testcodes, 0 , 2016-06-08
Figure8_NALM-master 1\Amplifier\testcodes\Amplifier_test.m, 3094 , 2016-06-08
Figure8_NALM-master 1\Amplifier\testcodes\plotall.m, 722 , 2016-06-08
Figure8_NALM-master 1\Amplifier\testcodes\plotsimp.m, 864 , 2016-06-08
Figure8_NALM-master 1\Coupler, 0 , 2016-06-08
Figure8_NALM-master 1\Coupler\coupler.m, 355 , 2016-06-08
Figure8_NALM-master 1\Figure8_NALM-master, 0 , 2019-03-05
Figure8_NALM-master 1\Figure8_NALM-master\.DS_Store, 6148 , 2019-03-06
__MACOSX\Figure8_NALM-master 1\Figure8_NALM-master, 0 , 2019-03-08
__MACOSX\Figure8_NALM-master 1\Figure8_NALM-master\._.DS_Store, 120 , 2019-03-06
Figure8_NALM-master 1\Figure8_NALM-master\.gitattributes, 378 , 2016-06-08
Figure8_NALM-master 1\Figure8_NALM-master\.gitignore, 670 , 2016-06-08
Figure8_NALM-master 1\Figure8_NALM-master\Amplifier, 0 , 2019-03-05
Figure8_NALM-master 1\Figure8_NALM-master\Amplifier\.DS_Store, 6148 , 2019-03-05
__MACOSX\Figure8_NALM-master 1\Figure8_NALM-master\Amplifier, 0 , 2019-03-08
__MACOSX\Figure8_NALM-master 1\Figure8_NALM-master\Amplifier\._.DS_Store, 120 , 2019-03-05
Figure8_NALM-master 1\Figure8_NALM-master\Amplifier\AmpSimp, 0 , 2019-03-05
Figure8_NALM-master 1\Figure8_NALM-master\Amplifier\AmpSimp\.DS_Store, 6148 , 2019-03-05
__MACOSX\Figure8_NALM-master 1\Figure8_NALM-master\Amplifier\AmpSimp, 0 , 2019-03-08
__MACOSX\Figure8_NALM-master 1\Figure8_NALM-master\Amplifier\AmpSimp\._.DS_Store, 120 , 2019-03-05
Figure8_NALM-master 1\Figure8_NALM-master\Amplifier\AmpSimp\filter_lorentz_tf.m, 673 , 2016-06-08
Figure8_NALM-master 1\Figure8_NALM-master\Amplifier\AmpSimp\gain_saturated2.m, 549 , 2016-06-08
Figure8_NALM-master 1\Figure8_NALM-master\Amplifier\testcodes, 0 , 2019-03-05
Figure8_NALM-master 1\Figure8_NALM-master\Amplifier\testcodes\.DS_Store, 6148 , 2019-03-05
__MACOSX\Figure8_NALM-master 1\Figure8_NALM-master\Amplifier\testcodes, 0 , 2019-03-08
__MACOSX\Figure8_NALM-master 1\Figure8_NALM-master\Amplifier\testcodes\._.DS_Store, 120 , 2019-03-05
Figure8_NALM-master 1\Figure8_NALM-master\Amplifier\testcodes\plotsimp.m, 864 , 2016-06-08
Figure8_NALM-master 1\Figure8_NALM-master\Coupler, 0 , 2019-03-05
Figure8_NALM-master 1\Figure8_NALM-master\Coupler\.DS_Store, 6148 , 2019-03-05
__MACOSX\Figure8_NALM-master 1\Figure8_NALM-master\Coupler, 0 , 2019-03-08
__MACOSX\Figure8_NALM-master 1\Figure8_NALM-master\Coupler\._.DS_Store, 120 , 2019-03-05
Figure8_NALM-master 1\Figure8_NALM-master\Coupler\coupler.m, 355 , 2016-06-08
Figure8_NALM-master 1\Figure8_NALM-master\filter, 0 , 2016-06-08
Figure8_NALM-master 1\Figure8_NALM-master\filter\filter_gauss.m, 785 , 2016-06-08
Figure8_NALM-master 1\Figure8_NALM-master\GNLSE, 0 , 2019-03-05
Figure8_NALM-master 1\Figure8_NALM-master\GNLSE\.DS_Store, 6148 , 2019-03-05
__MACOSX\Figure8_NALM-master 1\Figure8_NALM-master\GNLSE, 0 , 2019-03-08
__MACOSX\Figure8_NALM-master 1\Figure8_NALM-master\GNLSE\._.DS_Store, 120 , 2019-03-05
Figure8_NALM-master 1\Figure8_NALM-master\GNLSE\Solvers, 0 , 2019-03-05
Figure8_NALM-master 1\Figure8_NALM-master\GNLSE\Solvers\.DS_Store, 6148 , 2019-03-05
__MACOSX\Figure8_NALM-master 1\Figure8_NALM-master\GNLSE\Solvers, 0 , 2019-03-08
__MACOSX\Figure8_NALM-master 1\Figure8_NALM-master\GNLSE\Solvers\._.DS_Store, 120 , 2019-03-05
Figure8_NALM-master 1\Figure8_NALM-master\GNLSE\Solvers\IP_CQEM_FD.m, 4823 , 2016-06-08
Figure8_NALM-master 1\Figure8_NALM-master\GNLSE\Solvers\Linearoperator_w.m, 409 , 2016-06-08
Figure8_NALM-master 1\Figure8_NALM-master\GNLSE\Solvers\NonLinearoperator_w.m, 952 , 2016-06-08
Figure8_NALM-master 1\Figure8_NALM-master\GNLSE\Solvers\Raman_response_w.m, 793 , 2016-06-08
Figure8_NALM-master 1\Figure8_NALM-master\main2.m, 6405 , 2019-03-05
__MACOSX\Figure8_NALM-master 1\Figure8_NALM-master\._main2.m, 120 , 2019-03-05
Figure8_NALM-master 1\Figure8_NALM-master\main3.m, 7562 , 2016-06-08
Figure8_NALM-master 1\Figure8_NALM-master\Utility, 0 , 2019-03-06
Figure8_NALM-master 1\Figure8_NALM-master\Utility\.DS_Store, 6148 , 2019-03-06
__MACOSX\Figure8_NALM-master 1\Figure8_NALM-master\Utility, 0 , 2019-03-08
__MACOSX\Figure8_NALM-master 1\Figure8_NALM-master\Utility\._.DS_Store, 120 , 2019-03-06
Figure8_NALM-master 1\filter, 0 , 2016-06-08
Figure8_NALM-master 1\filter\filter_gauss.m, 785 , 2016-06-08
Figure8_NALM-master 1\GNLSE, 0 , 2019-03-05
Figure8_NALM-master 1\GNLSE\.DS_Store, 6148 , 2019-03-05
__MACOSX\Figure8_NALM-master 1\GNLSE, 0 , 2019-03-08
__MACOSX\Figure8_NALM-master 1\GNLSE\._.DS_Store, 120 , 2019-03-05
Figure8_NALM-master 1\GNLSE\Solvers, 0 , 2016-06-08
Figure8_NALM-master 1\GNLSE\Solvers\IP_CQEM_FD.m, 4823 , 2016-06-08
Figure8_NALM-master 1\GNLSE\Solvers\IP_CQEM_TD.m, 4260 , 2016-06-08
Figure8_NALM-master 1\GNLSE\Solvers\Linearoperator_w.m, 409 , 2016-06-08
Figure8_NALM-master 1\GNLSE\Solvers\NonLinearoperator_w.m, 952 , 2016-06-08
Figure8_NALM-master 1\GNLSE\Solvers\Raman_response_w.m, 793 , 2016-06-08
Figure8_NALM-master 1\GNLSE\Solvers\SSFM_with_Raman.m, 3797 , 2016-06-08
Figure8_NALM-master 1\GNLSE\Solvers\UPM_SSFM.m, 3127 , 2016-06-08
Figure8_NALM-master 1\GNLSE\Solvers\UPM_SSFM_with_Raman.m, 3842 , 2016-06-08
Figure8_NALM-master 1\main.m, 4622 , 2016-06-08
Figure8_NALM-master 1\main2.m, 6407 , 2016-06-08
Figure8_NALM-master 1\main3.m, 7562 , 2016-06-08
Figure8_NALM-master 1\NonlinearEffects, 0 , 2016-06-08
Figure8_NALM-master 1\NonlinearEffects\main_PCF_DW.m, 3798 , 2016-06-08
Figure8_NALM-master 1\NonlinearEffects\main_SMF_N_order_Soliton.m, 4168 , 2016-06-08
Figure8_NALM-master 1\NonlinearEffects\main_SMF_RIFS.m, 3212 , 2016-06-08

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  • 耦合模光纤光栅仿真
    可以仿真倾斜光纤光栅的透射光谱和反射光谱(The transmission spectrum and reflection spectrum of tilted fiber grating can be simulated.)
    2018-06-19 08:47:57下载
    积分：1
  • cascaded FWM in fiber cavity
    在光纤环形腔中经过级联四波混频产生光频率梳，梳齿频率间隔可调，光纤环形腔中不同模块色散，非线性系数可调。(Optical frequency comb are generated in the fiber cavity by the process of cascaded four wave mixing.)
    2020-12-14 14:19:14下载
    积分：1
  • Horn-Schunck方法
    说明：  光流算法：Horn-Schunck方法，效果不错。(Optical flow algorithm: Horn-Schunck method)
    2021-02-26 17:49:37下载
    积分：1
  • 多层膜的物理结构在TracePro中的创建与模拟
    tracepro光学镀膜仿真结构设计与教学，是光学镀膜学习很好的素材(Tracepro optical coating simulation structure design and teaching is a good material for optical coating learning.)
    2020-07-27 16:58:39下载
    积分：1
  • 有关涡旋光的产生和光栅生成的五个程序
    这五个程序是有关涡旋光的产生和光栅生成的程序。1.是单束涡旋光生成 2.生成叉形光栅。3.生成立体的涡旋光。4.生成不同拓扑荷数涡旋光对应相位图。5.生成正弦周期光栅和螺旋相位片图(These five programs are programs for the generation of vortex beams and the generation of grating. 1. is the generation of single beam of vortex light The 2. generation of fork shaped grating. 3. generation of three-dimensional vortex light. 4. the phase diagram of the different topological charge vortex optical rotation is generated. 5. generation of sinusoidal periodic gratings and spiral phase plate)
    2021-03-11 10:29:26下载
    积分：1
  • 3
    说明：  涡旋光束的相息图。。。。。。。。。。。。(Simulated Chart of Vortex Beam)
    2019-03-17 16:14:52下载
    积分：1
  • DFB_model
    利用numpy库实现激光器领域的时域行波模型。该模型输出激光器信号，频谱等。(The time-domain traveling wave model in laser field is realized by using numpy library. The model outputs laser signals, spectrum and so on.)
    2021-04-15 10:48:54下载
    积分：1
  • 连续投影算法
    说明：  连 续 投 影 算 法(SPA)是 一 种 使 矢 量 空 间 共 线 性最小化的前向变量选择算法， 它的优势在于提取全波段的几个特征波长， 能够消除原始光谱矩阵中冗余的信息，可用于光谱特征波长的筛选。(One of the advantages of spa is that it can be used to eliminate the redundancy of the original spectral features.)
    2020-08-11 14:48:50下载
    积分：1
  • zernike
    利用matlab实现光学系统像差仿真，泽尼克像差代码实现(Aberration simulation of optical system using MATLAB and Zernike aberration code implementation)
    2021-04-21 10:08:49下载
    积分：1
  • PhaseNoise
    用速率方程，数值计算SG-DBR半导体激光器和Y-Branch激光器的相位噪声，并将结果与理论公式对比，结果符合良好。(By using the rate equation, the relative intensity noise and phase noise of the ordinary single mode semiconductor laser are calculated, and the results are compared with the theoretical formulas, and the results are in good agreement.)
    2018-04-24 16:14:35下载
    积分：1
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