搜索资源列表
fdtd2D_piyush_jiit
- fdtd matlab 2d simulation
2DFDTDpml
- fdtd program 2D using PML (Perfect Match Layer)
susanfdtd2D
- susan编写的关于fdtd算法的书中的2D部分的程序-susan book written fdtd 2D program
FDTD_2D
- this matlab code is for the FDTD 2D
FDTD100
- 有限元法分析模场分布.有限元分析法（FEA）近年来已应用得非常广泛，现已成为年创收达数十亿美元的相关 产业的基础。即使是很复杂的应力问题的数值解，现在用有限元分析的常规方法就能得到。 此方法是如此的重要，以至于即便像这些只对材料力学作入门性论述的模块，也应该略述其 主要特点。-Using 2D vector finite difference time domain method (FDTD) to analyses the modal distribution.
taflove
- FDTD Matlab非常好的学习源码，注释详尽。可直接运行，包括1D,2D,3D界条件为PML和UPML，-FDTD Matlab
m
- 用matlab程序FDTD算法仿真二维光子晶体TM波-FDTD for 2D photonic crystal TM
fd2d1_fu
- 二维fdtd远场分布二维fdtd远场分布-fdtd,2dfdtd,2dfdtd,2dfdtd,2d
2dand-3dFDTD
- 二维和三维的FDTD仿真程序,matlab环境下运行，适合初学者学习-2d and 3d FDTD
MRTD2D_TE_DB_FDTD
- 基于2阶消失矩的Daubechies尺度函数的TE波2维MRTD仿真，吸收边界条件为FDTD/PML连接边界。-2D MRTD TE mode baseed on 2nd-vanishing moments of Daubechies scaling function simulation, the absorbing boundary condition is FDTD/PML connection boundary.
Homeworks
- FDTD homeworks for waveguides and microstrip 2D
Ffdtd2D_TMD
- FDTD—2D程序 很不错~~matlab程序 -FDTD-2D program is very good ~ ~ matlab program
PMLgongxing
- 2D共型网格的FDTD程序, matlab程序-2D common type grid FDTD program, matlab program
fdtd-1D-2D-3D
- 1,2，3维有限时域差分用于计算电磁学matlab代码！-1,2,3 Dimension Finite Difference Time Domian for EM
fdtd2dTM
- 时域有限差分 2维 完全匹配层 犹他州大学-fdtd method 2D pml perfect mached layed www.ece.utah.edu
fdtd_2d_tm_bc_1stmur
- 二维TM偏振的总场散射场边界条件的FDTD算法实现。-2D TM polarization of the total field scattered field boundary conditions FDTD algorithm.
matlab
- 很详细的matlab实现FDTD二维MUR 吸收的源代码-Very detailed matlab source code FDTD 2D Power
FDTD1
- FDTD 2D with PML based on Sullivan 2D + PML and Lazzi 2D code Carlos J. Cela, March 2012- FDTD 2D with PML based on Sullivan 2D + PML and Lazzi 2D code Carlos J. Cela, March 2012
zhende2wei
- FDTD法模拟无源区域二维TE波的传播(Mur二阶吸收边界条件)-FDTD method to simulate passive regional 2D TE wave propagation (Mur absorbing boundary conditions)
metal_cylinder
- 时域有限差分算法模拟二维金属圆柱的近场电场分布-FDTD algorithm for simulating 2D metal cylinder near-field electric field distribution