搜索资源列表
fdtd_2D_TE_PML
- fdtd的2d算法，pml边界条件，二维TE波-fdtd the 2d algorithm, pml boundary conditions, 2D TE wave
二维光子晶体弯曲波导的fdtd程序
- 二维光子晶体弯曲波导的fdtd程序,matlab语言 ,TE波, PML边界条件,平面波光源,Two-dimensional photonic crystal waveguide bend the FDTD program, matlab language, TE wave, PML boundary conditions, plane wave light source
fdtd2D_TE
- 利用时域有限差分（FDTD）仿真二维（2D）横电波（TE）的传播，吸收边界条件为完全匹配层（PML）。-The use of finite difference time domain (FDTD) simulation of two-dimensional (2D) transverse electric wave (TE) the spread of absorbing boundary conditions for the perfectly matched layer (PML).
fdtd_2D_TE_PML
- 二维FDTD模拟 pml吸收边界程序，功能强大，书写详尽-Pml absorbing boundary two-dimensional FDTD simulation program, powerful, writing a detailed
fdtdpmlte
- fdtd，te波，二维，pml边界层，英文解释详细，经测试，可直接运行-fdtd, te wave, two-dimensional, pml boundary layer, English explained in detail, tested, can be directly run
FDTD_2D_TE
- 二维成像FDTD,TE电磁波各处场强的数值，完全匹配成PML内参数的设置-2 d imaging FDTD, TE electromagnetic wave field numerical everywhere, fit into PML parameter set in
Save_File_Data
- 功能是：实现二维成像FDTD算法,TE电磁波各处场强的数值，完全匹配成PML内参数的设置-2 d imaging FDTD, TE electromagnetic wave field numerical everywhere, fit into PML parameter set in
PML的二维FDTD吸收边界条件
- PML的二维FDTD吸收边界条件，TE、TM波吸收边界条件都有 麦克斯韦时域有限差分
C-language-simulation-of-the-FDTD
- c语言模拟的FDTD，用于分析二维TE波传播的辐射场的场分布；采用了PML边界条件，正弦波作为源。-C language simulation of FDTD, used to analyze two-dimensional TE wave radiation field distribution Use the PML boundary condition, sine wave as the source.
2-D-FDTD-TE-code-with-PML
- 一个二维的fdtdc++编写的程序，较完整，带有pml边界条件。感兴趣的可以下载看看。-A two-dimensional fdtdc++ preparation procedures, more complete, with pml boundary conditions. Interested can download to see.
2-D-Wave-Equation-FDTD-TE-code
- 一个二维的fdtd程序，入射波为TE波，较完整，带有pml边界条件。感兴趣的可以下载看看。-A two-dimensional fdtd procedures for the TE incident wave, more complete, with pml boundary conditions. Interested can download to see.
te_pml
- 非常精简的一个二维te波，fdtd程序，边界采用pml.-brief 2d te matlab program, pml boundary
2-D-FDTD-TE-code-with-PML
- 二维的时域有限差分法关于PML边界的程序(Program of the two-dimensional finite-difference time-domain method PML boundary)