Hi everyone,
I'd like to build an electronic circuit that can detect a train of repeated tone bursts in noise and would really appreciate some help.
Some background: The circuit would be a study on snow leopards in the Mongolian mountains, where trap lines connected to radio transmitters send a train of tone bursts via radio when triggered. A circuit that would listen to the right radio frequency and make an alarm when a trap line is triggered would mean that the field operator wouldn't have to listen to the traps every three hours 24/7 so could get some well-earned rest!!
We don't know the received level of the tone bursts, so cannot rely on absolute levels. My idea is to instead use relative levels and signal a detection when we hear pulses that are strong enough compared to the noise.
From my limited knowledge on electronics, I imagine a circuit consisting of
1) a bandpass filter tuned to the frequency of the tones
2) a full-wave rectifier
3) two smoothers:
a) one with an averaging length of several pulse cycles, which measures the average level of bursts + noise
b) one with an averaging length equal to a burst length
4) some form of comparator, which compares the output of circuit 3a with that of 3b. It'd be great if this comparator could give one output voltage when 3a divided by 3b is above a certain value, and another voltage when it is not. Is there a circuit that can do this??
5) Assuming there is a circuit for 4, 5 is another smoother operating on the output of the comparator/detector of 4. if the output level of this smoother exceeds a certain value, we know that we must have sufficiently strong pulses at the right frequency and with at least the required repetition frequency, so can signal an alarm (siren/light)
Is there anyone out there who can help me with step 4 and 5 in my circuit? Or can you think of a better circuit? (not unlikely since I only know basic engineering electronics) Or am I going the wrong way?
Me and the field operator who doesn't get much sleep (my brother!) would be very grateful for any help or suggestions.
Cheers
Toby
I'd like to build an electronic circuit that can detect a train of repeated tone bursts in noise and would really appreciate some help.
Some background: The circuit would be a study on snow leopards in the Mongolian mountains, where trap lines connected to radio transmitters send a train of tone bursts via radio when triggered. A circuit that would listen to the right radio frequency and make an alarm when a trap line is triggered would mean that the field operator wouldn't have to listen to the traps every three hours 24/7 so could get some well-earned rest!!
We don't know the received level of the tone bursts, so cannot rely on absolute levels. My idea is to instead use relative levels and signal a detection when we hear pulses that are strong enough compared to the noise.
From my limited knowledge on electronics, I imagine a circuit consisting of
1) a bandpass filter tuned to the frequency of the tones
2) a full-wave rectifier
3) two smoothers:
a) one with an averaging length of several pulse cycles, which measures the average level of bursts + noise
b) one with an averaging length equal to a burst length
4) some form of comparator, which compares the output of circuit 3a with that of 3b. It'd be great if this comparator could give one output voltage when 3a divided by 3b is above a certain value, and another voltage when it is not. Is there a circuit that can do this??
5) Assuming there is a circuit for 4, 5 is another smoother operating on the output of the comparator/detector of 4. if the output level of this smoother exceeds a certain value, we know that we must have sufficiently strong pulses at the right frequency and with at least the required repetition frequency, so can signal an alarm (siren/light)
Is there anyone out there who can help me with step 4 and 5 in my circuit? Or can you think of a better circuit? (not unlikely since I only know basic engineering electronics) Or am I going the wrong way?
Me and the field operator who doesn't get much sleep (my brother!) would be very grateful for any help or suggestions.
Cheers
Toby