Explore MATLAB source code curated for "传输矩阵法" with clean implementations, documentation, and examples.
A reliable program implementing the transfer matrix method to compute bandgap diagrams for one-dimensional photonic crystals, featuring efficient algorithm design and practical code implementation.
Implementation of transfer matrix method for computing time delay and reflection spectrum characteristics of linearly chirped and Gaussian apodized fiber Bragg gratings with algorithm details
MATLAB implementation of transfer matrix method for calculating band structure in 1D photonic crystals, featuring code documentation in Word format with plotted results and detailed algorithm explanation
Simulation Research on Bragg Fiber Grating Reflection Spectrum Utilizing Transfer Matrix Method with Code Implementation Details
Transfer matrix method simulation program for photonic crystals - efficient and user-friendly, especially suitable for researchers! Implements layered structure analysis with electromagnetic wave propagation calculations.
MATLAB implementation using transfer matrix method to compute transmittance variation with period number in 1D photonic crystals, featuring efficient matrix operations and layer-by-layer propagation algorithms.
A MATLAB-implemented program that computes photonic crystal band structures utilizing the transfer matrix method, including numerical implementation details and key algorithm components.
Computes transmission and reflection properties of 1D photonic crystals using the transfer matrix method with implementation details for multilayer optical calculations
MATLAB program implementing transmission matrix method to compute photonic crystal transmittance versus incident light angle, featuring comprehensive documentation with code examples and illustrative graphs
This section provides a complete MATLAB program example for calculating reflection spectrum and time delay of chirped gratings using the transfer matrix method. The code has been verified to run successfully in MATLAB 5.13 and Windows 2000 environments, with results shown in Figure 8. The implementation allows parameter modification including grating length, effective refractive index, refractive index modulation depth, and chirp coefficient to obtain reflection spectra and time delay curves under different conditions. By uncommenting the "% apodization" line, users can generate apodized grating reflection spectra and time delay characteristics, which yield significantly smoother curves compared to those shown in Figure 8.