Logarithmic amplitude scaling of a signal
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I need to logarithmically scale the amplitude a sinesweep signal from   at the starting frequency to
 at the starting frequency to  at the lastest frequency (it should be 12 dB per octave).
 at the lastest frequency (it should be 12 dB per octave).
 at the starting frequency to
 at the starting frequency to  at the lastest frequency (it should be 12 dB per octave).
 at the lastest frequency (it should be 12 dB per octave).Is this code wrong? Why if I plot the exponential shape and the scaled signal the profiles does not overlap?
duration_sweep = 2;   % Seconds
% Sine sweep frequency range
f_start = 100;
f_end = 10000;
%--------------------------------------------
% Settings sweeptone
duration_final_silence_sweep = 0.1; % Secondi
total_duration_sweep = duration_sweep + duration_final_silence_sweep ;
sweep = sweeptone(duration_sweep,duration_final_silence_sweep,Fs,"SweepFrequencyRange",[f_start f_end]);
% Time axis
t_input = (0:numel(sweep)-1); 
% Scaling factor
amp = logspace(log10(0.1*10^-3), log10(10), length(sweep)); 
% amplitude scaling
out = sweep.*amp';
% Plot
figure(1)
plot (out, 'LineWidth', 1.5)
hold on
plot(t_input, amp)
grid minor

3 个评论
  Jeffrey Clark
      
 2023-2-13
				@Lorenzo Lellini, you are also using the length of sweep four your amp but sweep includes the silence duration as indicated in sweeptone documentation.
采纳的回答
  Jeffrey Clark
      
 2023-2-14
        @Lorenzo Lellini, note that your curve is assuming a full scale sweep of +/- 1 whereas sweeptone produces +/- 0.5 so you need to plot 0.5*amp. And as in my comments above, you need to exclude fix(duration_final_silence_sweep*Fs) bins from the end of sweep.
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