My knowledge of this is shaky at best, but I think that they use a logarithmic scale in order to produce a linear graph for relationships that actually are exponential.
That s a by product , actualy a log scale is needed otherwise
the lower values would be all compressed in a tiny part of the
graph bottom , the log scale will magnify this part of the curve,
a good exemple below with the Fourier transform of a sinusoidal
signal , we can see the fundamental at 1khz and the first harmonic
at 2khz wich is 30 times lower than the fundamental , without the log
scale this first harmonic would do 1/30 of the graph height and would
be invisible , other harmonics would be litteraly stuck to the X axys.
For the record the two circuits are basic low level amplifier , the red one
use a bipolar transistor while the blue one use a field effect transistor
wich has the same principle as the transistors used in CPUs.
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