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Registered Member #14432
Joined: Sat Apr 20 2013, 01:18PM
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Posts: 18
Hi, first of all, I am really sorry if I posted in the non suitable part of forum, I searched and couldnt know where to post this question that has been eating my mind for some time.
I know air core transformers like a Tesla Coil have a resonance frequency where the amplitude will be greatest in the secondary i.e. the secondary voltage output is greatest when primary is tuned or oscillating to the resonant frequency of the secondary.
Lets say we have an air core secondary that resonates at 1mhz (just as an example). Now I really wonder what would happen if you drive that air core transformer with for example with a different frequency than 1mhz?, maybe like feeding the primary with very low frequencies 1khz or 50khz instead or like higher freuencies like 50mhz?(just an exaggerated example to show my point)
What Would happen to the amplitude and FREQUNCY output of the air core secondary ?or what would the frequency of the secondary be ? would the secondary still oscillate at 1mhz at very low amplitude regardless wether the primary driving frequency is as low as 1khz or much higher than 1ghz? or would the secondary also oscillate close to these different frequencies ?
Thanks for your time reading my question. Best Regards
Registered Member #152
Joined: Sun Feb 12 2006, 03:36PM
Location: Czech Rep.
Posts: 3384
Think of the coil assembly as a filter. If the input waveforms are sinusoidal, the output frequency must be equal to the input frequency. The series resonance tells us at which frequency the output voltage will be the greatest with input voltage kept constant. Driving the coil at low frequencies will result in large current draw due to the low primary inductance, possibly excessive heating in the primary coil and very low output voltage from the secondary coil. With driving frequencies higher than the series resonant frequency, you get additional voltage peaks at the harmonics of the fundamental resonant frequency.
Registered Member #14432
Joined: Sat Apr 20 2013, 01:18PM
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Posts: 18
Thank you Dr dark current. Let me see if I get this part correct, so the frequency of the secondary will indeed be the same one as the one in the primary if it is sinus. I understood already that the voltage is greatest(i.e. most efficient operation) happens when in resonance , but I thought the frequency of the secondary was also always the same but I am obviously wrong. This brings me to some related matter: Music by Frequency modulation in SSTCs. I asked everyone who owned these sstcs and they said that: "as the prim freq changes, the sec. freq. DOES NOT change at all but it is the amplitude i.e. the sec. voltage that goes up and down ? I am confused as this sound a little contradicting to what you said? My guess is that it depends on how far away the "drive frequency" is from the sec. resonant freq? , maybe??
Registered Member #4104
Joined: Fri Sept 23 2011, 06:54PM
Location: Uk .
Posts: 122
With FM modulation in a SSTC , you are pulling the drive frequency away from the resonant frequency of the secondary buy a small amount at the frequency of the audio , This cause variation in the secondary output arc , thus audio is produced by the arc
Registered Member #14432
Joined: Sat Apr 20 2013, 01:18PM
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Posts: 18
TwirlyWhirly555 wrote ...
With FM modulation in a SSTC , you are pulling the drive frequency away from the resonant frequency of the secondary buy a small amount at the frequency of the audio , This cause variation in the secondary output arc , thus audio is produced by the arc
That's how I thought it worked with the FM SSTC
Yes exactly, but I wonder what exactly this variation is? according to what I was told by musical FM sstc builders (someone showed me an oscilloscope screen too, ha?)is that the amplitude of the secondary i.e. the voltage varies only , while secondary. frequency does not change at all . Here I got the answer that the secondary frequency does change accordingly? I was always not sure. Thanx for your input.
as the prim freq changes, the sec. freq. DOES NOT change at all but it is the amplitude i.e. the sec. voltage that goes up and down ? I am confused as this sound a little contradicting to what you said? My guess is that it depends on how far away the "drive frequency" is from the sec. resonant freq? , maybe??
A frequency modulated sine wave does not have a single frequency. The same is true for an amplitude modulated one. It is a mixture of different frequencies. You get e.g. an amplitude modulated sine by adding two (not modulated) sines of slightly different frequencies. Each fo these sines goes to the secondary unaltered in frequency. What changes, are the relative amplitudes and phases. A frequency near the secondary res f will come out relatively stronger than one further away. These changes in amplitudes and phases add up to the effect you observe, e.g. an amplitude modulated sine wave for a frequency modulated input.
Registered Member #3414
Joined: Sun Nov 14 2010, 05:05PM
Location: UK
Posts: 4245
leviterande wrote ...
Yes exactly, but I wonder what exactly this variation is? according to what I was told by musical FM sstc builders (someone showed me an oscilloscope screen too, ha?)is that the amplitude of the secondary i.e. the voltage varies only , while secondary. frequency does not change at all . Here I got the answer that the secondary frequency does change accordingly? I was always not sure. Thanx for your input.
I think it's something like this:
The sound varies at up to/less than 20kHz, but the secondary frequency is much higher. The amplitude of the secondary varies with the frequency of the sound, but the frequency of the secondary oscillates at a much higher frequency than the sound, It's a bit similar to radio, where the carrier wave is a much higher frequency, but the amplitude varies according to the frequency of the 'super-imposed' sound.
Registered Member #14432
Joined: Sat Apr 20 2013, 01:18PM
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Posts: 18
Ash Small wrote ...
leviterande wrote ...
Yes exactly, but I wonder what exactly this variation is? according to what I was told by musical FM sstc builders (someone showed me an oscilloscope screen too, ha?)is that the amplitude of the secondary i.e. the voltage varies only , while secondary. frequency does not change at all . Here I got the answer that the secondary frequency does change accordingly? I was always not sure. Thanx for your input.
I think it's something like this:
The sound varies at up to/less than 20kHz, but the secondary frequency is much higher. The amplitude of the secondary varies with the frequency of the sound, but the frequency of the secondary oscillates at a much higher frequency than the sound, It's a bit similar to radio, where the carrier wave is a much higher frequency, but the amplitude varies according to the frequency of the 'super-imposed' sound.
I believe you perhaps misunderstood me, yes I know the general operation of a carrier wave and. I wondered if it is only the "amplitude" that changes in the secondary in an FM SSTC singer, that is what I believed indeed, that it is the "amplitude alone" changes in the secondary but if you look at Dr darks post, he means(I believe as I read it ) that the secondary frequency should follow the primary frequency! " the output frequency must be equal to the input frequency"! I am confused as there seems to be some contradictions ?
Uspring Your answer seems to be the most correct one?, I am still trying to decode it though ;)
Registered Member #3414
Joined: Sun Nov 14 2010, 05:05PM
Location: UK
Posts: 4245
Well, I can see that by varying the primary frequency, you 'could' obtain a similar effect, but I don't understand how such 'frequency modulation' can be implemented, if that's the correct term to use.
I wondered if it is only the "amplitude" that changes in the secondary in an FM SSTC singer, that is what I believed indeed, that it is the "amplitude alone" changes in the secondary but if you look at Dr darks post, he means(I believe as I read it ) that the secondary frequency should follow the primary frequency! " the output frequency must be equal to the input frequency"!
Strictly speaking it does not make much sense to talk about _the_ frequency of a frequency or amplitude modulated sine wave. Consider e.g. an amplitude modulated sine wave:
sin(w*t) * sin(wm*t), i.e. a frequency w modulated with a modulation frequency wm.
This can be rewritten as
0.5*cos( (w-wm)*t ) - 0.5*cos( (w+wm)*t )
So actually the amplitude modulated sine is a sum of 2 sines of different frequencies. There is no single frequency you can assign to this sum. For an FM modulated sine, the situation is similar. On the secondary side there will appear a mixture of the same frequencies, as Dr. DC said. Due to resonance effects, their relative amplitudes and phases change but it will still be a mixture of frequencies.
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