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Search - fdtd te - List
[
Mathimatics-Numerical algorithms
]
2-D FDTD TE code
DL : 0
2维FDTD TE 波-2-D FDTD TE wave
Update
: 2008-10-13
Size
: 4.84kb
Publisher
:
朱敏华
[
Mathimatics-Numerical algorithms
]
2-D FDTD TE code
DL : 0
2维FDTD TE 波-2-D FDTD TE wave
Update
: 2025-03-14
Size
: 5kb
Publisher
:
朱敏华
[
Algorithm
]
fdtd_2D_TE_PML
DL : 0
fdtd的2d算法,pml边界条件,二维TE波-fdtd the 2d algorithm, pml boundary conditions, 2D TE wave
Update
: 2025-03-14
Size
: 2.35mb
Publisher
:
[
Other
]
FDTD20060421
DL : 0
二维TE波的FDTD的实现,采用MUR吸收边界条件。-2D TE wave of FDTD the realization used MUR absorbing boundary conditions.
Update
: 2025-03-14
Size
: 2kb
Publisher
:
jty
[
matlab
]
bl_FDTD1_pm_mur
DL : 0
标量FDTD模拟平面光波导内部TE波的传播-scalar FDTD simulation planar waveguide internal TE wave propagation
Update
: 2025-03-14
Size
: 2kb
Publisher
:
ni
[
Other
]
fdtd_2D_TE_PML_Lorentz
DL : 0
用C++编写的处理色散媒质的FDTD程序-With C++ Prepared dispersive media treatment of the FDTD program
Update
: 2025-03-14
Size
: 2.34mb
Publisher
:
zhumda
[
Other
]
FDTDPEC
DL : 0
采用PEC边界的三维FDTD程序,本程序具有很好的通用性,matlab编写-PEC boundary using three-dimensional FDTD procedure, this procedure has good versatility, matlab prepared
Update
: 2025-03-14
Size
: 2kb
Publisher
:
hy
[
matlab
]
fdtd3D_CPML
DL : 0
基于matlab的三维时域有限差分程序(pec边界条件),使学习时域有限差分方法的好资料。-Matlab-based three-dimensional finite difference time domain procedures (pec boundary conditions), so that learning FDTD good information.
Update
: 2025-03-14
Size
: 6kb
Publisher
:
fututudao
[
Algorithm
]
PlaneWaveIncident
DL : 0
该程序用fortran90编写,时域有限差分(FDTD)中的二维情况下(TE)平面波入射问题。-FORTRAN90 prepared with the program, finite difference time domain (FDTD) of two-dimensional case (TE) incident plane wave problem.
Update
: 2025-03-14
Size
: 6kb
Publisher
:
maoyunfei
[
Windows Develop
]
TE_SB_MOD1
DL : 0
2D-FDTD in TE mode with various form of excitations, adjustable medium definitions
Update
: 2025-03-14
Size
: 3kb
Publisher
:
Suman Bagchi
[
matlab
]
fdtd2D_TE
DL : 0
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).
Update
: 2025-03-14
Size
: 5kb
Publisher
:
刘东
[
Other
]
2d-FDTD
DL : 0
2D-TE平面波入射金属圆柱MATLAB散射场分析
Update
: 2025-03-14
Size
: 5kb
Publisher
:
liu
[
Algorithm
]
fortran
DL : 0
2D FDTD TE mode with a plane wave source and a PML abc
Update
: 2025-03-14
Size
: 5kb
Publisher
:
liuyawen
[
Windows Develop
]
fdtdpmlte
DL : 0
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
Update
: 2025-03-14
Size
: 6kb
Publisher
:
guoer
[
Software Engineering
]
FDTD_Parallel
DL : 0
fdtd 2d TE and TM and PML in MATLAB-fdtd 2d TE and TM and PML in MATLAB
Update
: 2025-03-14
Size
: 1.02mb
Publisher
:
farid
[
matlab
]
YeeCellFDTD
DL : 0
电磁波Yee Cell FDTD交错网格场量位置示意图 画图程序 TE 波TM波 TEM波都有-Yee Cell FDTD electromagnetic field quantity staggered grid position diagram drawing program TE, TM waves are TEM wave
Update
: 2025-03-14
Size
: 2kb
Publisher
:
better1234
[
matlab
]
fdtd2D
DL : 0
2-D FDTD TE code with PML absorbing boundary conditions Program author: Susan C. Hagne-2-D FDTD TE code with PML absorbing boundary conditions Program author: Susan C. Hagness
Update
: 2025-03-14
Size
: 4kb
Publisher
:
pmr
[
Algorithm
]
2-D-Wave-Equation-FDTD-TE-code
DL : 0
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.
Update
: 2025-03-14
Size
: 22kb
Publisher
:
fenghua
[
matlab
]
FDTD-TE--wave
DL : 0
电磁场时域有限差分法FDTD吸收边界二维TE波的计算。-Electromagnetic Field Finite Difference Time Domain method FDTD absorbing boundary two-dimensional calculation of the TE wave
Update
: 2025-03-14
Size
: 5kb
Publisher
:
马俊
[
Algorithm
]
2-D-FDTD-TE-code-with-PML
DL : 0
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)
Update
: 2025-03-14
Size
: 4kb
Publisher
:
唐鹏利
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