Curve Fitting for FFT plot

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nur yusof
nur yusof on 6 Jul 2015
Edited: arun on 6 Jul 2015
Hi all,
I have data from accelerometer(time domain) and convert it to fft. Below is my coding and the plot.
%Clear clc;
%For Sampling Rate 512
c= Ch_512_60mss'; Track2=c(1,1:4096); Track1_X_Resolution=(1/512); Fs = (1/Track1_X_Resolution); L=4096;%16385;
% Sampling frequency t =(0:L-1)*1/Fs;% 0:1/Fs:2;
x = Track2; nfft = 2^nextpow2(L); % Next power of 2 from length of y
% Length of FFT % Take fft, padding with ze X = fft(x,nfft); X = X(1:nfft/2);
% Take the magnitude of fft of x mx = abs(X);
% Frequency vector f = (0:nfft/2-1)*Fs/nfft; % f1=fit(t,f,'fourier8');
% Generate the plot figure(1); plot(t,x); title('Sine Wave Signal'); xlabel('Time (s)'); ylabel('Amplitude'); figure(2); plot(f,mx); title('Power Spectrum of a Sine Wave'); xlabel('Frequency(Hz)'); ylabel('Power');
However I need to do the curve fit to the plot. Can somebody share with me the coding.I don't know how to do it.
Thanks a lot.
  1 Comment
arun on 6 Jul 2015
Fitting only "one curve" for this random data may spoil ur upcoming analysis. U shall try piecewise fit even shat is not good for noisy data.

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