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Re: Disectable Capacitor



John S. Denker wrote:

Hi Folks --

Here's what may be going on in the Cenco dissectable capacitor. (There's
no money-back guarantee, since I've never seen the device in question, but
this hypothesis is easy to check.)



3) In the dissectable capacitor, the relationship of the insulator to the
conductors is, I believe, a distraction, so consider the following modified
version:

P i Q R--------R Q i P
P i Q R--------R Q i P
P i Q R--------R Q i P
P i Q R--------R Q i P
P i Q R--------R Q i P
P i Q R--------R Q i P
P i Q R--------R Q i P
P i Q RRRRRRRRRR Q i P
P i Q Q i P
P i QQQQQQQQQQQQQQQQQQ i P
P iiiiiiiiiiiiiiiiiiiiii P
PPPPPPPPPPPPPPPPPPPPPPPPPP

where all the capital letters are metal, and (i) is the insulator. The
metal "liner" (Q) is something I've added to clarify the situation.

So....

a) Imagine that the inner plug (R) has been removed.

b) Further imagine that the (PQ) capacitor has a large charge on it. This
is, ironically, in compliance with the Kirchhoff law that says all charges
should be confined inside capacitors. Therefore the usual checks for
"static electricity" will indicate zero unbalanced charge.

c) Replace the plug (R). If the (QR) gap is small, or better yet if (Q)
and (R) are in solid electrical contact, (R) now becomes one terminal of
the capacitor. If you short-circuit from (P) to (R), then a goodly WHAM is
to be expected.


I'm confused. I'm not sure what you just accomplished with this experiment.
If Q an R are not touching, then touching P to R will charge R. Even if there
are no charges on P, R will be charged by induction. Since P has excess
charge, that charge will be shared with the uncharged R, even if Q in neutral.
So now P and Q are oppositely charged, touching P to R will certainly charge R
for the above reasons, induction and charge sharing, right? If R touches P, the
R IS P, it's part of the capacitor.

Later,

Sam

--
Sam Sampere
Syracuse University
Department of Physics
Syracuse, NY 13244
315-443-5999