x = A sin(omega t) # deviation angle
d sin(omega t) /dt= omega cos(omega t)
v = dx/dt = (A omega) cos(omega t) # rotation speed
s = dA²omega² # square standard deviation
'amplitude' calculated (dA² omega²)/omega/omega = dA² represents the standard deviation of the angle (for small harmonic oscillations)...
i think.
This example is too complicated for a tutorial...
d sin(omega t) /dt= omega cos(omega t)
v = dx/dt = (A omega) cos(omega t) # rotation speed
s = dA²omega² # square standard deviation
'amplitude' calculated (dA² omega²)/omega/omega = dA² represents the standard deviation of the angle (for small harmonic oscillations)...
i think.
This example is too complicated for a tutorial...