KerimF
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Hi,
Let us say I need to demodulate an AM signal but its carrier component is suppressed (called DSB-SC).
For this, let us take a simple example.
The input signal (2V maximum peak, from an AM IF stage output, 455 KHz) could be written:
Vin = 2 * cos(2*PI*455e3*t) * f(t)
where f(t) is an audio signal with zero average voltage, say from 100 to 8000 Hz.
As circuit components, we can use CD4046 (PLL) and LM339 (comparator) besides various standard gates, resistors and capacitors (no coils for the demodulator).
The question is (But I guess it has to be addressed to experts in communications):
Could we build a practical DSB-SC demodulator using these (low cost and simple) components to restore properly the audio signal?
Sorry. As you will see the question is tricky because I am afraid I am the only one in the world to know how to do it (apparently in the least, as a search on the internet shows)!
Of course, there are many solutions to build a DSB-SC demodulator but the known ones are rather not practical (having high sensitivity to various factors) or complex and costly using the old method known as Costas Loop which was finally possible to implement in digital systems.
If in doubt (now this is addressed to graduate students), try asking your teachers:
Which is simpler to detect, a SSB-SC signal or a DSB-SC?
The answer will be the former (SSB-SC) though DSB-SC takes twice the bandwidth and provides the baseband on two bands!!! Yes, it sounds like a dilemma (since it contradicts the common sense; having more info gives trouble!). But this dilemma has to exist as being true because the world still ignores the very simple method to deal with DSB-SC (which can be done as analogue circuit and digital as well).
Finally and as many of you have already guessed, the purpose I am writing this, is to find someone who can do me a favour by showing me I am wrong in a way or another.
Cheers,
Kerim
Let us say I need to demodulate an AM signal but its carrier component is suppressed (called DSB-SC).
For this, let us take a simple example.
The input signal (2V maximum peak, from an AM IF stage output, 455 KHz) could be written:
Vin = 2 * cos(2*PI*455e3*t) * f(t)
where f(t) is an audio signal with zero average voltage, say from 100 to 8000 Hz.
As circuit components, we can use CD4046 (PLL) and LM339 (comparator) besides various standard gates, resistors and capacitors (no coils for the demodulator).
The question is (But I guess it has to be addressed to experts in communications):
Could we build a practical DSB-SC demodulator using these (low cost and simple) components to restore properly the audio signal?
Sorry. As you will see the question is tricky because I am afraid I am the only one in the world to know how to do it (apparently in the least, as a search on the internet shows)!
Of course, there are many solutions to build a DSB-SC demodulator but the known ones are rather not practical (having high sensitivity to various factors) or complex and costly using the old method known as Costas Loop which was finally possible to implement in digital systems.
If in doubt (now this is addressed to graduate students), try asking your teachers:
Which is simpler to detect, a SSB-SC signal or a DSB-SC?
The answer will be the former (SSB-SC) though DSB-SC takes twice the bandwidth and provides the baseband on two bands!!! Yes, it sounds like a dilemma (since it contradicts the common sense; having more info gives trouble!). But this dilemma has to exist as being true because the world still ignores the very simple method to deal with DSB-SC (which can be done as analogue circuit and digital as well).
Finally and as many of you have already guessed, the purpose I am writing this, is to find someone who can do me a favour by showing me I am wrong in a way or another.
Cheers,
Kerim