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[Amps] Re: Filament Current Limiting

To: <amps@contesting.com>
Subject: [Amps] Re: Filament Current Limiting
From: RFlabnotes at aol.com (RFlabnotes@aol.com)
Date: Tue Mar 18 13:39:24 2003
Rich:
       Well, I did a little quick research on the subject (which admittedly 
has not crossed my radar screen before) and I must say that you are pretty 
much right on the money. This issue contains a mini-lesson in our old friend, 
AC circuit theory, so bear with me for a minute.I think that those like me, 
who are justing getting this news, might like to see a little serious bit of 
explanation.

       Imagine placing a small inductance in series with the filament. For 
definiteness, let the filament hot resistance be 4 ohms and let the 
inductance have an X(sub)L of 1 ohms. The effect of the 1 ohm of  X  will be 
to raise the total filament load by only a few percent (Z=4.1<17 degrees) and 
the power factor will become .97 (vs 1.0) which will cause a small increase 
in the dissipation of both primary and secondary. So far, nothing earth 
shaking has happened. Supposedly, the transformer primary could be tweaked a 
few turns to keep the load voltage precise.

Now suppose we get a dead-short across the filament (approx. to the cold 
start), and the secondary will see a load of X=1ohms and a Z of pure +j1. The 
result will be, neglecting the R's at first, a secondary current of 4 times 
the normal running current. It is a purely reactive load (nearly) so there 
won't be much real power dissipation, for what that's worth. But the current 
is safely limited to 400%, and could probably run like that for a while if 
needed.

So with a little basic circuit strategy, the addition of some L, the current 
limit is achieved. The next step is tricky and I am not going to go into 
detail here. I state without proof (it is proven in books on transformer 
design) that one of the effects of leakage inductance in a transformer is the 
appearance of parasitic inductances  in series with primary and secondary - 
exactly as conjured up above. In fact, by strategically designing the 
transformer and core to be less than perfect, an appropriate amount of 
effective series inductance can be synthesized.

Sometime I would like to see the detailed construction of that transformer, 
because it is not a totally trivial job to achieve exactly the desired amount 
of leakage. Apparantly, there are several applications in the world where 
this is common (e.g. neon transformers, AC welders,  and oil burner ignition 
transformers.)

73
Eric von Valtier K8LV
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