Original poster: Harvey Norris <harvich@xxxxxxxxx>
--- Tesla list <tesla@xxxxxxxxxx> wrote:
> Original poster: "Gerald Reynolds"
> >Instead we must break down the Z's into R, and X
> >
> >Z1^2 = R1^2 + X1^2
> >Z2^2 = R2^2 + X2^2
> >
> >And must assign the correct sign for X in case both
> inductive and
> >capacitive reactance is present.
> >
> >Then
> >
> >Z^2 = (R1 + R2 + ...)^2 + (X1 + X2 + ...)^2
>
> YES, this is correct
>
>
> >I'm not sure this solves my problem, because in my
> case the R's were
> >near zero and the X's were inductive. I will go
> back and recalculate.
Hi Gerald, I had a similar problem where two
impedances were added in series, and I was wondering
if the following data would provide enough information
to determine the acting phase angle of a gas
discharge, which in this case was a 2 ft argon tube.
First let me digress a bit about what I have seen with
gas disharges. We all know that a gas discharge must
be current limited or ballasted. But why is this
msnip....