When I last looked, the spectrogram plot is actually a surf plot viewed from the top.
All the information is available in the spectrogram plot. You need to request it in order to plot it separately —
t = linspace(0,10,500);
Fs = 1/(t(2)-t(1));
s = sum(sin(2*pi*[1; 10; 20]*t));
figure
spectrogram(s,[],[],2^16,Fs,'yaxis')
colormap(turbo)
figure
[s,w,t] = spectrogram(s,[],[],2^16,Fs,'yaxis')
s =
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-3.4842 + 0.1566i -2.6294 - 2.2818i -0.3464 - 3.5056i 2.2246 - 2.7615i 3.5355 - 0.5371i 2.9321 + 2.1894i 0.4927 + 3.5410i
-3.5052 + 0.1770i -2.6572 - 2.2813i -0.3661 - 3.5254i 2.2241 - 2.7904i 3.5536 - 0.5591i 2.9608 + 2.1870i 0.5143 + 3.5593i
-3.5261 + 0.1976i -2.6851 - 2.2806i -0.3860 - 3.5450i 2.2233 - 2.8195i 3.5717 - 0.5813i 2.9896 + 2.1844i 0.5363 + 3.5776i
-3.5469 + 0.2184i -2.7132 - 2.2797i -0.4061 - 3.5647i 2.2224 - 2.8487i 3.5898 - 0.6037i 3.0186 + 2.1816i 0.5584 + 3.5958i
-3.5678 + 0.2395i -2.7413 - 2.2786i -0.4265 - 3.5843i 2.2213 - 2.8779i 3.6078 - 0.6264i 3.0477 + 2.1785i 0.5807 + 3.6140i
-3.5885 + 0.2609i -2.7696 - 2.2773i -0.4470 - 3.6038i 2.2199 - 2.9074i 3.6257 - 0.6493i 3.0769 + 2.1753i 0.6033 + 3.6320i
-3.6093 + 0.2824i -2.7980 - 2.2758i -0.4678 - 3.6233i 2.2184 - 2.9369i 3.6435 - 0.6724i 3.1061 + 2.1719i 0.6261 + 3.6500i
-3.6299 + 0.3042i -2.8265 - 2.2741i -0.4888 - 3.6428i 2.2167 - 2.9666i 3.6613 - 0.6957i 3.1355 + 2.1682i 0.6491 + 3.6680i
-3.6505 + 0.3263i -2.8551 - 2.2723i -0.5101 - 3.6622i 2.2147 - 2.9964i 3.6790 - 0.7193i 3.1650 + 2.1644i 0.6723 + 3.6859i
-3.6711 + 0.3485i -2.8838 - 2.2702i -0.5315 - 3.6816i 2.2126 - 3.0263i 3.6966 - 0.7430i 3.1946 + 2.1603i 0.6957 + 3.7037i
-3.6916 + 0.3710i -2.9127 - 2.2680i -0.5532 - 3.7009i 2.2103 - 3.0564i 3.7142 - 0.7670i 3.2243 + 2.1560i 0.7193 + 3.7214i
-3.7121 + 0.3938i -2.9416 - 2.2655i -0.5751 - 3.7202i 2.2077 - 3.0865i 3.7316 - 0.7912i 3.2541 + 2.1515i 0.7432 + 3.7390i
-3.7324 + 0.4168i -2.9707 - 2.2629i -0.5972 - 3.7394i 2.2049 - 3.1168i 3.7490 - 0.8156i 3.2840 + 2.1468i 0.7673 + 3.7566i
-3.7527 + 0.4400i -2.9999 - 2.2600i -0.6196 - 3.7586i 2.2020 - 3.1472i 3.7664 - 0.8402i 3.3140 + 2.1419i 0.7916 + 3.7741i
-3.7730 + 0.4635i -3.0292 - 2.2570i -0.6421 - 3.7777i 2.1988 - 3.1777i 3.7836 - 0.8651i 3.3441 + 2.1367i 0.8161 + 3.7915i
-3.7932 + 0.4872i -3.0586 - 2.2537i -0.6649 - 3.7967i 2.1954 - 3.2084i 3.8007 - 0.8902i 3.3743 + 2.1313i 0.8409 + 3.8088i
-3.8133 + 0.5111i -3.0881 - 2.2502i -0.6879 - 3.8157i 2.1918 - 3.2391i 3.8178 - 0.9155i 3.4045 + 2.1257i 0.8658 + 3.8260i
-3.8333 + 0.5353i -3.1177 - 2.2466i -0.7112 - 3.8346i 2.1879 - 3.2700i 3.8348 - 0.9410i 3.4349 + 2.1199i 0.8910 + 3.8432i
w = 32769×1
0
0.0008
0.0015
0.0023
0.0030
0.0038
0.0046
0.0053
0.0061
0.0069
t = 1×7
1.1122 2.2345 3.3567 4.4790 5.6012 6.7234 7.8457
colormap(turbo)
figure
surf(t,w,abs(s), 'EdgeColor','none')
xlabel('Time (s)')
ylabel('Frequency (Hz)')
zlabel('|s|')
colormap(turbo)
view(30,30)
.
