To those who have time to study the ‘Harmonic Loop’ demodulator, uploaded on reply #9, I repeat here its important points I mentioned ealier:
[1] There is a simple trick added to its conventional PLL that lets the PLL be locked to the suppressed carrier, frequency and phase, despite its polarity reversal at the zero crossings of the modulating signal. It is the
frequency doubler (see U2 and U4, XOR gates). It could be used in other applications, for example, to double the frequency of a crystal.
[2] In every PLL circuit, the crucial part to be designed properly is its LPF (see R9, R10 and C6 in the uploaded example) in order to have a stable and fast response. On request, more details on how to calculate their values could be given, in case someone has no PC program (tool) made for such study/calculations.
[3] R7 and C5 are added between CD4013, U3, and CD4066, U7 (e-switch), to delay the phase of the recovered carrier and let it be in phase with the suppressed one when its frequency equals half of the VCO mid-frequency.
Although the two will be out of phase at higher and lower frequencies, their maximum phase difference is relatively small when the carrier is at the limits +/- 30 kHz. Please note that the phase difference reduces the gain of the synchronous detector.
[4] By adding a low pass filter at VCO_in, also the FM modulating signal can be recovered.
In theory, this FM modulating frequency can be made high (much higher than 300 Hz). So, one may think that the AM and FM modulating signals could be of a stereo system, left and right (having 9 kHz bandwidth each, for example).
This leads us to a question which was never asked at schools and universities

What is the effective bandwidth of an RF channel that uses an FM-AM signal (the carrier is AM and FM modulated at the same time)?
I can't access any AI robot. May someone ask one about it? Thank you.