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Rectangular waveguides are fundamental components in microwave engineering, widely used to transmit electromagnetic waves with minimal loss. These hollow metallic structures support transverse electric (TE) and transverse magnetic (TM) modes, making them ideal for high-frequency applications like radar and satellite communications.
In MATLAB, simulating a rectangular waveguide involves solving Maxwell's equations under specific boundary conditions. Key steps include defining the waveguide dimensions (width a and height b), selecting the operating frequency, and calculating cutoff frequencies for different modes. The dominant TE10 mode, for instance, has a cutoff wavelength equal to twice the waveguide's width.
MATLAB's PDE Toolbox or custom scripts can visualize field distributions (E-field or H-field) using contour plots or quiver diagrams. Parameters like propagation constant and attenuation are derived from dispersion relations, helping analyze signal integrity. For practical designs, impedance matching and mode purity are often verified through these simulations before hardware implementation.
Such simulations bridge theoretical concepts with real-world waveguide behavior, offering insights into mode excitation and power handling—critical for optimizing microwave system performance.