Borrar filtros
Borrar filtros

Obtaining a dataset from bandpass function

3 visualizaciones (últimos 30 días)
Patrik Micek
Patrik Micek el 14 de Mayo de 2024
Comentada: Patrik Micek el 14 de Mayo de 2024
Greetings, I am trying to obtain a filtered dataset from the bandpass function I applied to my sampled data. I am trying to demodulate the higher harmonic signal and plot the time-dependent components as a function of a distance. For that I need the filtered time signal, however I don't know how to obtain it from the bandpass function. Any help would be much appreciated.
So far my code looks like this :
clear;
clc;
%Tip oscillation variables
a = 10e-9; % Radius of the tip
f = 50000; % frequency of 50kHz
w = 2*pi*f; % Angular frequency of the oscilating tip
epsilon_tip = -10+2*1i; % Complex permittivity of the gold tip at lambda = 633 nm
%FFT variables
fs = 12*f; %fft sampling frequency = 5 times the oscillation frequency
T = 1/fs; % sampling period
N = 360; % Length of the signal
tf = (0:N-1)*T; % time vector
kf = 0:N/2;
freq = kf.*fs./N;
z = 20e-9+20e-9*cos(2*pi.*f.*tf); % distance between the tip and the sample surface
% Calculation of the near-field dipole-dipole interraction
epsilon_sample = 15; % permittivity of silicon sample at lambda = 633 nm
alpha = 4*pi*a^3*((epsilon_tip-1)./(epsilon_tip+2)); % Polarizability of the gold tip
beta = (epsilon_sample-1)./(epsilon_sample+1); % Dielectric surface response of the mirror dipole induced in the sample
alpha_eff = (((alpha.*(1+beta))./(1-(alpha.*beta)./(16*pi.*(a+z).^3)))).*1e+23; % Effective polarizability of the coupled tip-sample system
figure (5);
bandpass (alpha_eff, [99000 101000], fs);

Respuestas (1)

Paul
Paul el 14 de Mayo de 2024
Hi Patrik,
Is the output argument 'y' from bandpass the filtered time signal that is needed?

Productos


Versión

R2024a

Community Treasure Hunt

Find the treasures in MATLAB Central and discover how the community can help you!

Start Hunting!

Translated by