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Registered Member #1403
Joined: Tue Mar 18 2008, 06:05PM
Location: Denmark, Odense C
Posts: 1968
I wanted to elaborate on the small tables that you often find about width:ratio to power levels for Tesla coil secondaries.
I assumed only secondaries of ratio 4:1 to 6:1, with different wire sizes and always a toroid topload that follows the rule of major diameter = secondary winding length, minor diameter = secondary coil diameter.
So far it does not contain any surprises, the general design thumb rules does however land around 50K.
If you "magnify" a secondary, e.g. double all dimensions, inductance and top load will double, resonant f will be halved and Zsec will remain constant.
I believe, Qsec, i.e. secondary Q with arc load, should remain equal for different coil sizes. Since arc load increases for more power, Zsec should decrease (somewhat) for higher power coils. A badly chosen Zsec can be compensated for to some extent by more primary turns. That involves longer rampup times and more losses in the primary winding, though.
Registered Member #599
Joined: Thu Mar 22 2007, 07:40PM
Location: Northern Finland, Rovaniemi
Posts: 624
It is hard to say if the new secondary somehow runs better than the old in terms of power vs spark output but the heavy epoxy coating and space winding did make it very resistant to flashovers and racing sparks. I have had lot of them while experimenting and so far there is absolutely no damage at all :)
Oh btw, here is a small video i made a while ago about how the coil was made:
Registered Member #1403
Joined: Tue Mar 18 2008, 06:05PM
Location: Denmark, Odense C
Posts: 1968
Uspring wrote ...
If you "magnify" a secondary, e.g. double all dimensions, inductance and top load will double, resonant f will be halved and Zsec will remain constant.
I believe, Qsec, i.e. secondary Q with arc load, should remain equal for different coil sizes. Since arc load increases for more power, Zsec should decrease (somewhat) for higher power coils. A badly chosen Zsec can be compensated for to some extent by more primary turns. That involves longer rampup times and more losses in the primary winding, though.
I was looking for a difference in desired impedance, not to seek out the optimal design, but to discover the boundaries of "usable" secondary coil construction.
I would like to add the loaded secondary Q, maybe a few different loads, then compare those Qs to a extensive list of q=1/k for k between 0.1 to 0.25 or so, for each of the listed configurations. Does it make sense?
"badly" chosen as you state, is only in regard to designing low impedance primary circuits for highest possible primary peak current in the shortest amount of time, so the sheet might also have to take into account(separate files to avoid additional 150 tabs) if you build low impedance, high current, short ontime expensive coil systems or high impedance, lower current, long ontime less expensive coil systems.
I would like to add the loaded secondary Q, maybe a few different loads, then compare those Qs to a extensive list of q=1/k for k between 0.1 to 0.25 or so, for each of the listed configurations. Does it make sense?
Arc loads used to derive secondary Q are unknown territory. They change with power input and also during arc growth. Hard to tell, what is sensible without any measurements.
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