# contourf lower edge effects, how to fix and how does contourf work

1 vue (au cours des 30 derniers jours)
Joanne Hall le 12 Oct 2022
Commenté : Star Strider le 15 Oct 2022
Dear Matlab,
Using CONTOURF() to plot phase-amplitude coupling with an EEG signal, there appears what I call 'an edge effect' at the bottom of the plot (whereby the largest activity is always colored at the bottom of the plot) SEE ATTACHED IMAGE. I would like to capture the entire range of the 'hottest color blods' so I tried changing the y-axis range. BUT If I change the y-axis to range, no metter what - The 'hottest' colors always end up at the bottom of the plot. So I don't know how contourf() works then. Can you please help me? Thanks very much in advance!
Attached is sample data and pasted code below...
The variable that I change below to adjust/change the y-axis range is:
power_frex = linspace(15,60,45);
(and the resulting plot always has a blob at the bottom)
ATTACHED ARE EXAMPLE PLOTS FROM CHANGING THE Y-AXIS RANGE VIA THE 'power_frex' variable.
%% signal parameters
srate = 250;
lowerfreq = 6;
upperfreq = 40; % Hz
%%% Compute PAC
phase_frex = linspace(1,10,15);
power_frex = linspace(15,60,45);
pac = zeros(length(power_frex),length(phase_frex));
for lowfi=1:length(phase_frex)
% get phase time series
phasets = exp(1i*angle(hilbert(filterFGx(signal,srate,phase_frex(lowfi),1))));
% loop over amplitude frequencies
for hifi=1:length(power_frex)
% get power time series
powts = abs(hilbert(filterFGx(signal,srate,power_frex(hifi),lowerfreq*2))).^2;
% PAC
pac(hifi,lowfi) = abs(mean( powts.*phasets ));
end
end
%%% visualize
figure(4), clf
contourf(phase_frex,power_frex,pac,40,'linecolor','none')
xlabel('Phase freq. (Hz)')
ylabel('Ampl. freq. (Hz)')
Joanne
##### 0 commentairesAfficher -1 commentaires plus anciensMasquer -1 commentaires plus anciens

Connectez-vous pour commenter.

### Réponse acceptée

Star Strider le 12 Oct 2022
We’re missing the filter function you’re using, so not able to run your code. However the pspectrum 'spectrogram' plot demonstrates that the pwer is concentrated at the lower frequencies (as expected). I’m not certain how you’re limiting the plots you’re creating, however setting the appropriate axis limits rather than restricting the values plotted may produce the result you want.
Try something like this —
signal = LD.signal;
srate = 250;
lowerfreq = 6;
upperfreq = 40; % Hz
%%% Compute PAC
phase_frex = linspace(1,10,15);
power_frex = linspace(15,60,45);
% figure
[p,f,t] = pspectrum(signal, srate, 'spectrogram');
figure
surfc(t,f,10*log10(p), 'EdgeColor','none')
colormap(turbo)
hcb = colorbar;
hcb.Label.String = 'Power (dB)';
zlim([-50 max(zlim)])
xlabel('Time')
ylabel('Frequency')
zlabel('Power (dB)')
title('Frequency: 0 - 125 Hz')
figure
surfc(t,f,10*log10(p), 'EdgeColor','none')
colormap(turbo)
hcb = colorbar;
hcb.Label.String = 'Power (dB)';
ylim([50 max(ylim)])
zlim([-50 max(zlim)])
xlabel('Time')
ylabel('Frequency')
zlabel('Power (dB)')
title('Frequency: 50 - 125 Hz')
.
##### 4 commentairesAfficher 3 commentaires plus anciensMasquer 3 commentaires plus anciens
Star Strider le 15 Oct 2022
As always, my pleasure!

Connectez-vous pour commenter.

### Catégories

En savoir plus sur Color dans Help Center et File Exchange

### Community Treasure Hunt

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

Start Hunting!

Translated by