[Collins] Thoughts on the "New Filament Saver Device for the 30L-1"
Robert Jefferis
jefferis at antelecom.net
Tue Nov 17 17:05:34 EST 2009
Greetings all,
Adjustment of 30L-1 filament voltage to accomodate high AC line
voltage has been on my back-burner list of things to do. So, Mr. Kim's
article in Vol. 16, No.5 of the Collins Journal piqued my interest. I
had been planning to use either a power resistor or a combination of
modern current sense resistors to do the job. I keep a stock of PTFE
insulated wire on hand, so my first question after reading the article
was: he [Mr. Kim] says he uses "between 22 to 24 gauge wires cut to
about 12 to 13 inches...". Thus, I was prompted to do some back of the
napkin calculations.
If at some reference line voltage, the 811A filament voltage is 7
VRMS, and we want to reduce it to 6.3 VRMS, we need to add 0.044 Ohms
to the filament circuit if the tube filaments actually run at 4 Amps
each. The added wire will dissipate 11.2 Watts. Allowing, oh, about
one milli Ohm per solder joint ( a SWAG), the wire resistance needs to
be about 0.042 Ohms.
With a reference temperature of 20 deg C, #24 AWG stranded copper wire
resistance will range from approximately .0211 to .0261 Ohms per foot,
depending on the stranding configuration. Let's use one foot at 0.025
Ohms/foot. We are short of the required resistance by .042-.025 =
0.017 Ohms. So, the missing resistance must come from wire heating.
Predicting temperature rise on paper is darned near impossible. But,
since we have an answer from the article, we can work backwards to
estimate what temperature rise must occur. The temperature coefficient
of copper wire is fairly reliable and I have seen numbers that range
from 0.00396/deg C to 0.00427/deg C. Using 0.004/deg C, we get a
temperature coefficient of resistance for the one foot length of
0.025 x 0.004 = 1e-4 Ohms/deg C. So, the estimated temperature rise is
0.017/1e-4 = 170 deg C. The nominal temperature rating of PTFE
insulation is 260 deg C, so this estimate, although it is probably on
the high side, is within the working range of the insulation.
If #22 AWG wire is used, the same length would require a temperature
rise that is beyond the insulation rating and, there would probably
not be sufficient temperature rise to make the desired voltage drop
anyway. So, the answer must be #24 AWG (or, I have missed something ?).
So, what's the point of all this? Well, I wonder if it would not be
better to start with a longer piece of wire of larger gauge so that
the voltage correction can depend far less on temperature rise (and
attendant warmup interval) as well as ambient temperature? I don't
think you can design this on paper, it is an empirical, cut and try
approach. Oh boy, another winter tinkering project?
73, Bob KF6BC
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