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Know thy Transforer
Original poster: "Gerry Reynolds by way of Terry Fritz <teslalist-at-qwest-dot-net>" <gerryreynolds-at-earthlink-dot-net>
Hi All,
I have a wimpy transformer 3000V and 35ma that I've been using to learn
more about coiling. TC designers calculate the impedance of the
transformer by computing the thevenin impedance Vout(oc)/Iout(ss). For my
transformer this works out to 85.7K ohms of impedance at 60 Hertz. I
figured that most of this is due to inductive reactance and some is due to
winding resistance. I measured the resistance to be 22.1K ohms. I
extracted the inductive reactance from the total impedance as follows:
Zt = SQRT (XL^^2 + R^^2), therefore
XL = SQRT ( Zt^^2 - R^^2) , also
XL = 2 * Pi * Freq * L
where Zt is the total transformer impedance from above. R is the winding
resistance. The inductive reactance calculated to be 82.8 K ohms (which
accounts for most of the impedance). This corresponds to 220 henerys of
inductance at 60 Hertz. The designer program predicted a resonant charging
capacitance (Cres) of .031uf which, btw, simulated to be right on.
I set up a spice simulation representing the transformer with its
inductance and resistance charging a TC primary capcitance Cp. I wanted to
find out what range of Cp would overvolt the transformer. The range (with
reduced Q due to the winding resistance) was much larger than expected and
I thought this posting might help keep someone from destroying their
NST. I arbitrarily defined overvolt as larger than 1.5X rating. To stay
under this limit, Cp had to either be less than .01 uf or larger than .048
uf, quite a large range considering that Cres = .031 uf. I have no idea
what the design margins for my transformer are, but found that at the .013
uf that I had been running it at, I could have been operating it at 2X
rating (apparently it survived).
Conclusion: determine the range of BAD capacitances for your transformer
and avoid this range, or be very careful with your spark gaps.
Gerry R
Ft. Collins, CO