登录
首页 » matlab » rcwa-1d_4_6_2014

rcwa-1d_4_6_2014

于 2021-04-01 发布 文件大小:1097KB
0 323
下载积分: 1 下载次数: 87

代码说明:

  1维严格耦合波分析matlab程序 适用于一维光栅 可计算多层结构(1 dimensional rigorous coupled wave analysis program matlab for one-dimensional grating can be calculated multilayer structure)

文件列表:

rcwa-1d
.......\field_graphs.m,11139,2014-03-05
.......\field_graphs_conical.m,6802,2014-03-05
.......\gratings
.......\........\add_hom_layer.m,187,2013-01-15
.......\........\add_pol_layer.m,1700,2013-01-16
.......\........\add_sin_layer.m,2882,2013-01-16
.......\........\add_tri_layer.m,2992,2013-01-16
.......\........\blazed_grating_1.m,1700,2011-05-14
.......\........\blazed_grating_2.m,1637,2011-05-14
.......\........\bragg.m,973,2014-01-10
.......\........\chamanazar.m,4968,2014-05-29
.......\........\create_grating.m,1233,2013-01-15
.......\........\cSP_BK7_50nm_Au_water.m,149,2011-05-14
.......\........\fill_NaN.m,133,2013-01-15
.......\........\gaussian_grating.m,1786,2011-05-14
.......\........\general_triangular_grating.m,2143,2011-05-14
.......\........\grating_example_37.m,8049,2011-05-14
.......\........\met_binary.m,428,2014-05-29
.......\........\myfun.m,59,2011-05-14
.......\........\Nm20f50.m,12351,2011-05-14
.......\........\notch_filter.m,217,2011-05-14
.......\........\parabolic_grating.m,1619,2011-05-14
.......\........\plot_grating_file.m,1293,2013-01-17
.......\........\polyxpoly.m,12105,2013-01-16
.......\........\sample_grating.m,86,2011-08-27
.......\........\sinusoidal_grating_y.m,1585,2011-05-14
.......\........\sinus_nvm.m,639,2013-03-19
.......\........\sinus_x.m,1086,2011-05-14
.......\........\test.m,990,2013-01-16
.......\........\test_grating.m,100,2011-09-23
.......\........\test_schuster.m,62,2012-05-30
.......\........\tetragonal_grating.m,4450,2011-05-14
.......\........\trapezoidal_grating.m,2299,2011-05-14
.......\........\triangular_grating.m,1712,2011-05-14
.......\........\t_groove_1.m,177,2013-05-03
.......\........\t_groove_2.m,503,2013-05-03
.......\help_control_file.m,23464,2014-06-04
.......\lib
.......\...\arrow.m,718,2011-05-14
.......\...\change_scale_z.m,422,2011-08-23
.......\...\diffraction_layout.m,1999,2014-06-04
.......\...\electric_intensity.m,465,2014-03-06
.......\...\eps_fourier_series.m,993,2011-05-14
.......\...\eps_fourier_series_grating_10_absolute.m,2684,2011-05-17
.......\...\eps_fourier_series_grating_10_relative.m,2588,2011-05-17
.......\...\fasttoeplitz.m,216,2014-01-29
.......\...\field1_6.m,9853,2014-03-05
.......\...\field1_7.m,6867,2014-03-05
.......\...\field2_5.m,16217,2014-03-05
.......\...\field2_5_local_ab.m,16494,2014-03-05
.......\...\field2_6.m,14567,2014-03-05
.......\...\field2_6_local_ab.m,15461,2014-03-05
.......\...\field2_7.m,11772,2014-03-05
.......\...\field2_correct.m,2116,2011-07-22
.......\...\field2_correct_local_ab.m,2132,2014-02-21
.......\...\field3_5.m,7421,2014-03-05
.......\...\field3_6.m,5602,2014-03-05
.......\...\framework.m,3791,2013-01-01
.......\...\framework_grating_0_9.m,2491,2011-08-27
.......\...\framework_grating_10.m,1524,2011-08-27
.......\...\function_toeplitz_matrix.m,1156,2010-01-04
.......\...\grating_setup.m,1350,2014-06-03
.......\...\how_many_layers.m,1098,2011-08-23
.......\...\initialization2_2.m,2028,2012-12-30
.......\...\inoctave.m,165,2011-08-11
.......\...\integrated_absorption.m,1310,2014-03-06
.......\...\local_absorption.m,2842,2014-03-06
.......\...\matlab_octave_version.m,394,2011-08-11
.......\...\poynting_vector.m,4246,2011-08-11
.......\...\RCWA_NVM.m,4121,2013-03-19
.......\...\S_field_n_layers.m,1811,2011-05-25
.......\...\S_field_n_layers_conical.m,1793,2011-05-25
.......\...\S_Li_conical_final.m,5608,2011-08-23
.......\...\S_Li_final.m,4868,2011-06-01
.......\...\S_matrix_initialization.m,1251,2011-08-23
.......\...\S_matrix_W_S_grating.m,4015,2011-08-25
.......\...\S_matrix_W_S_grating_2.m,5821,2011-05-27
.......\...\S_matrix_W_S_grating_conical.m,6022,2013-02-27
.......\...\T_matrix_algorithm.m,6912,2012-12-31
.......\...\T_matrix_initialization.m,5103,2011-08-25
.......\...\view_field.m,521,2014-02-27
.......\...\view_octave.m,2927,2011-08-10
.......\htm" target=_blank>License,15405,2009-10-29
.......\load_measurements_results.m,8257,2014-05-30
.......\load_saved_field.m,1373,2011-08-30
.......\main.m,7707,2014-06-04
.......\measurements
.......\model
.......\.....\cauchy.m,95,2010-07-10
.......\.....\drude.m,166,2007-04-27
.......\.....\gold_palik.txt,11219,2007-04-27
.......\.....\herzberger.m,438,2007-04-27
.......\.....\polynomial.m,446,2007-04-27
.......\.....\rix_spline.m,856,2014-06-04
.......\.....\schott.m,341,2007-04-27
.......\.....\sellmeier.m,351,2007-04-26
.......\rcwa_procedure.m,12909,2014-06-04
.......\save_all_measurements_results.m,15913,2011-06-03
.......\save_field_function.m,10305,2011-08-30

下载说明:请别用迅雷下载,失败请重下,重下不扣分!

发表评论

0 个回复

  • Boost-converter
    This simulation file is about capacitor clamped converter. enjoy it
    2014-08-10 13:18:26下载
    积分:1
  • hongwaituxiangtezhengtiqu
    该代码是自己编制的,主要用于红外图像的特征提取,其中提取长宽比,复杂度,紧凑度,均值比,不变矩等七种红外图像的特征,可很好的为以后的识别做准备(The code is compiled their own, mainly for the infrared image feature extraction, which extract the aspect ratio, complexity, compactness, mean ratio of seven invariant moments and other characteristics of infrared images can be very good for the future identification prepare)
    2010-11-03 09:55:36下载
    积分:1
  • hilbert3
    三维Hilbert曲线绘制,能在三维空间中绘制出Hilbert曲线(Hibert curver in three dimensions)
    2012-07-03 15:08:47下载
    积分:1
  • ofdm_dai
    说明:  自己用matlab编写的ofdm程序。供大家交流学习。(Written with matlab ofdm own procedures. For everyone to share their knowledge.)
    2010-04-27 20:38:30下载
    积分:1
  • wilson_zeta_4
    seismic response analysis of MDOF structures using wilson-theta method
    2011-04-20 17:36:35下载
    积分:1
  • ieee754_32
    Converts a floating point value to IEEE 754 32 bit binary representation. Sign Bit: 1 Exp: 2 to 9 Frac: 10:32 Single-precision floating-point format is a computer number format that occupies 4 bytes (32 bits) in computer memory and represents a wide dynamic range of values by using a floating point. In IEEE 754-2008 the 32-bit base 2 format is officially referred to as binary32. It was called single in IEEE 754-1985. In older computers, other floating-point formats of 4 bytes were used. For example, the 32-bit floating point bit pattern 1 01111101 00101100000000000000000 is interpreted as the following: (− 1)1 × (1 + 0.34375) × 2(125–127) = -1.34375× 2− 2 = -0.3359375 ​
    2013-09-07 22:20:32下载
    积分:1
  • project411
    doppler effect simulation in matlab
    2013-08-14 18:36:25下载
    积分:1
  • untitled1
    recursive least square algorithm
    2011-10-24 03:53:26下载
    积分:1
  • demos
    几个UKF和EKF例子,本来在工具箱中附带,后经修改,以便易于理解和适应稍有不同的需求。(several UKF and EKF demos,which were attached with KF toolbox, and revised according to tracing purpose.)
    2011-09-28 09:41:47下载
    积分:1
  • DSB
    improvment of leach protocol
    2010-10-16 23:21:11下载
    积分:1
  • 696518资源总数
  • 106155会员总数
  • 8今日下载