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1BoxCounting Downloaded：0: one-dimensional curve for the fractal dimension is calculated using the box dimension algorithm
Update : 2025-03-10 Size : 3kb Publisher : dzs
speech_rec_mfcc_vad Downloaded：0: in Matlab achieve specific small- vocabulary voice recognition procedures. Importing 10 templates, 10 to withdraw from the order, then under the prompt identification
Update : 2025-03-10 Size : 2kb Publisher : luoxi
SMARTANTENNA Downloaded：0: procedures for smart antenna algorithm for the simulation of a simple! Hope for your reference, please download
Update : 2025-03-10 Size : 1kb Publisher : yangfei
2D_FDTD_for_TM_mode Downloaded：0: 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
Update : 2025-03-10 Size : 1kb Publisher : Dexin Wang
FDTDforSARY Downloaded：0: USFUL 2D FDTD MATLAB CODE
Update : 2025-03-10 Size : 1kb Publisher : Dexin Wang
FDTDnodiffSARY Downloaded：0: USFUL 2D FDTD MATLAB CODE2
Update : 2025-03-10 Size : 1kb Publisher : Dexin Wang
MATLAB_FDTD_SARY Downloaded：0: USFUL 2D FDTD MATLAB CODE3
Update : 2025-03-10 Size : 1kb Publisher : Dexin Wang
fdtd_2D_demo_v_1_1 Downloaded：0: USFUL 2D FDTD MATLAB CODE4
Update : 2025-03-10 Size : 4kb Publisher : Dexin Wang
Gauss_Seidel_iterative Downloaded：0: iterative method was the linear algebraic equations of the other methods, particularly applicable to the large sparse linear equations. The basic idea is to solve the problem in advance against the design iteration some
Update : 2025-03-10 Size : 1kb Publisher : 江理彬
quasite Downloaded：0: This is the use of finite difference method quasi-TE mode procedures, the need to first define the parameters of Waveguide
Update : 2025-03-10 Size : 1kb Publisher : 张笑然
fdmtm Downloaded：0: finite difference method finite difference method for the TM waveguide mode
Update : 2025-03-10 Size : 1kb Publisher : 张笑然
femte Downloaded：0: FEM (finite element method) waveguide for the TE mode
Update : 2025-03-10 Size : 1kb Publisher : 张笑然

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