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Description: %This program calculate the wave guide by a photonic crystal.
%For two dimension case.
%Only for TM case, in this version.
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Size: 4286 |
Author: coolmmmm@163.com |
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Description: 此程序用PML设置吸收边界条件实现2维TM波FDTD仿真-this program set up with PML absorbing boundary conditions for the attainment of two-dimensional wave TM FDTD simulation
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Size: 1024 |
Author: 谭仁兵 |
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Description: FDTD 2D TM波 模拟程序-2D TM wave FDTD simulation program
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Size: 2048 |
Author: |
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Description: 2维Tm极化波的FDTD算法包含吸收边界条件PML-two-dimensional wave polarization Tm FDTD algorithm contains PML absorbing boundary conditions
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Size: 1024 |
Author: 黄志祥 |
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Description: ％ 本程序实现2维TM波FDTD仿真
％ 此程序用PML设置吸收边界条件
％ FDTD_2D_kongqi_PML
％ 仅喊有Ez,Hx,Hy分量- Of the procedures to achieve 2-D TM wave FDTD simulation this program set up with PML absorbing boundary condition FDTD_2D_kongqi_PML have only shout Ez, Hx, Hy component
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Size: 1024 |
Author: Dexin Wang |
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Description: fdtd arithmetic 计算二维tm波-fdtd arithmetic calculation of two-dimensional wave tm
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Size: 1777664 |
Author: eva |
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Description: 二维TM模电磁波FDTD仿真，UPML边界-2D TM electromagnetic FDTD simulation, UPML border
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Size: 4096 |
Author: Liang Feng |
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Description: c++builder下编的FDTD二维TM波传播情况!-c++ builder under the FDTD wave propagation in the case of two-dimensional TM!
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Size: 1582080 |
Author: |
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Description: 该代码可以用来计算二维TM波的FDTD程序。
外加理想匹配层（PML）。
有一定的广泛性。-The code can be used to calculate the two-dimensional TM wave FDTD procedure. Plus perfectly matched layer (PML). Have a certain degree of extensiveness.
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Size: 2413568 |
Author: liuhailiang |
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Description: FDTD-2D-TM C++ version includes sinusoidal source
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Size: 595968 |
Author: hahaha |
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Description: 利用时域有限差分（FDTD）仿真二维（2D）横磁波（TM）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 magnetic (TM) the spread of absorbing boundary conditions for the perfectly matched layer (PML).
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Size: 4096 |
Author: 刘东 |
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Description: Split PML 2D TM FDTD
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Size: 2048 |
Author: abdullah |
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Description: fdtd 2d TE and TM and PML in MATLAB-fdtd 2d TE and TM and PML in MATLAB
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Size: 1071104 |
Author: farid |
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Description: 采用FDTD方法计算了2维光子晶体TM模的传播情况，能较直观的观察波形变化。-FDTD method using a 2-dimensional photonic crystal propagation of TM modes, can be more intuitive observation of the waveform changes.
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Size: 1024 |
Author: 鲍献丰 |
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Description:
一个二维的FDTD程序
本程序实现2维TM波FDTD仿真
此程序用PML设置吸收边界条件
FDTD_2D_kongqi_PML
仅含有Ez,Hx,Hy分量
-A two-dimensional FDTD program program realization of the wave 2-D TM FDTD simulation this program set with the PML absorbing boundary condition FDTD_2D_kongqi_PML contain only Ez, Hx, Hy component
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Size: 172032 |
Author: w |
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Description: 这是一个用FDTD算法计算二维金属方柱散射场RCS的matlab程序.采用UPML吸收边界条件和高斯脉冲源激励,对于学习FDTD方法中的激励源加入,近-远场外推,吸收边界设置等很有帮助
-This is a two-dimensional metal with the FDTD algorithm to calculate the scattering RCS of a square cylinder matlab program. UPML absorbing boundary conditions and using the Gaussian pulse source excitation, FDTD methods for studying excitation source added, near- far field extrapolation, absorbing boundary settings, and helpful
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Size: 3072 |
Author: 海儿 |
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Description: 介绍了时域有限差分(FDTD) 法的基本原理, 推导了二维TM 模Yee 算法的FDFD 表达式, 并结合算例阐述了基于MA TLAB 编程的基本方法。-The basic p rincip le of FDTD w as introduced and the 22D TM mode FDTD arithmetic expression was derived. The p rogramm ing method based onMA TLAB w as illustrated w ith examp le.
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Size: 535552 |
Author: lzf |
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Description: 本程序实现2维TM波FDTD仿真 此程序用PML设置吸收边界条件 FDTD_2D_PML
仅含有Ez,Hx,Hy分量 -The procedure to achieve 2-D TM wave FDTD simulation of this process with the PML absorbing boundary condition FDTD_2D_PML set contains only Ez, Hx, Hy component
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Size: 1024 |
Author: wangl |
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Description: 采用FDTD方法对TM波在二维平面内的传播进行推进，另外，还对二维平面区域含有散射区情况进行了模拟。(FDTD method is used to propagate the propagation of TM wave in two-dimensional plane, and the two-dimensional plane region contains scattering region)
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Size: 1024 |
Author: gao421
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Description: 二维的FDTD程序，采用pml的匹配层，实现的效果比较理想，适合初学者(Two-dimensional FDTD program, using the matching layer of PML, the realization of the effect is ideal, suitable for beginners)
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Size: 1024 |
Author: jiao676313159
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