equivalent circuit model of a cavity
Code:
%% Parameters
R = 10; % Resistance
L = 0.1; % Inductance
C = 0.01; % Capacitance
%% Frequency range
f = linspace(1, 100, 1000); % Frequency range
%% Impedance calculation of the circuit
Z = R + 1i*(2*pi*f*L - 1./(2*pi*f*C));
%% Plot impedance magnitude
figure;
semilogx(f, abs(Z));
xlabel('Frequency (Hz)');
ylabel('Impedance Magnitude (\Omega)');
title('Circuit Model for Cavity Impedance');
grid on;
The equivalent circuit model for a cavity is complex and need detailed knowledge. Here I am providing a simple example of a equivalent circuit model for cavity using MATLAB.
Don't you think that what you want can be a bit difficult for ten dollars?
Sayem Bin Rafique
% Define parameters
L = 1e-6; % Inductance of the cavity (in Henry)
C = 1e-9; % Capacitance of the cavity (in Farads)
R = 0.01; % Resistance in the cavity (in Ohms)
L_feed = 5e-8; % Inductance of the feed structure (in Henry)
C_feed = 2e-12; % Capacitance of the feed structure (in Farads)
R_load = 5; % Load resistance (in Ohms)
f0 = 1 / (2 * pi * sqrt(L * C)); % Resonant frequency of the cavity (in Hertz)
% Frequency range
f = linspace(0.1 * f0, 2 * f0, 1000);
% Impedance of the equivalent circuit
Z_cavity = R + 1j * (2 * pi * f * L - 1./(2 * pi * f * C));
Z_feed = R + 1j * (2 * pi * f * L_feed - 1./(2 * pi * f * C_feed));
Z_total = Z_cavity + (R_load * Z_feed) ./ (R_load + Z_feed);
% Plot impedance magnitude
semilogx(f, abs(Z_total));
title('Equivalent Circuit Impedance Magnitude of Resonant Cavity with Feed Structure');
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