[Prev][Next][Index][Thread]
Re: Tesla and Measurements.
-
To: chip-at-grendel.objinc-dot-com
-
Subject: Re: Tesla and Measurements.
-
From: "Malcolm Watts" <MALCOLM-at-directorate.wnp.ac.nz>
-
Date: Fri, 29 Mar 1996 09:30:41 +1200
-
>Received: from rata.vuw.ac.nz (root-at-rata.vuw.ac.nz [130.195.2.11]) by uucp-1.csn-dot-net (8.6.12/8.6.12) with ESMTP id OAA21091 for <chip-at-grendel.objinc-dot-com>; Thu, 28 Mar 1996 14:30:59 -0700
Hi everyone,
I'd like to add a further note to all this. The Zo of
the secondary coil can be viewed as a "pivot" about which the
impedance at each end swings. This reflects what Mark said about
the coil being a kind of lever. Since the open circuit impedance
of the coil at the top end can vary from near infinity (and this
IS Q limited by the non-spark circuit resistances) to quite low
values, it follows that a low Zo secondary (low L/C ratio) is going
to produce far less wild swings at the primary end under different
loading conditions since the secondary termination (spark) is never
going to be stunningly low. I would expect a better wide range match
to be effected by such a coil.
This may explain why a large top capacitance on the secondary
has been found to work well with high inductance coils. You can
implement a low Zo secondary with large L by using a large terminal
capacitance and enjoy the advantages of low fr at the same time.
This approach (as opposed to low-L moderate top C) allows a much
greater degree of latitude in the choice of primary L/C's as well.
A high frequency secondary is always going to be limiting in this
regard.
There is anecdotal and experimental evidence that the optimum
secondary is arrived at when the secondary fr causes the wire in
the secondary to be 1/4 wavelength long at fr also. This is not
a necessary condition for a working coil, and if it is true, I
admit to not knowing why at this stage. I showed last year in an
analysis that as coil diameter increases for a fixed h/d ratio, so
does the amount of terminal capacitance to reach this condition. I
also showed that for a given diameter and h/d ratio, any coil wound
on that former with the same top-C is going to meet this condition.
Given this, inductance may be balanced off against wire size
(losses) in choosing a resonant frequency for the secondary coil.
Finally, system k must be factored into the impedance match
between the primary and secondary coils. At this stage, I am thinking
that the inverse of k is a multiplying factor for primary impedance
i.e. secondary feed Z = primary Z/k. Much work remains to be done
to quantify these things mathematically, but I will be working on
it. Skip Greiner thinks that good coils can be arrived at by design.
I also hold that opinion. I am hoping some of this work will get us
a step closer.
Malcolm
----- End Included Message -----