Re: Frequency Controlled Resistance

Hexslinger ( hexslngr@internet-frontier.net )
Tue, 27 Jan 1998 23:51:58 -0800 (PST)

On Wed, 28 Jan 1998, Jerry W. Decker wrote:

> Ok, if this is so, that current is evoked from the center of a wire, then
> it is moving radially until it hits the edge of the wire (your outside
> conduction band)...only then does it do a right angle turn and begin to
> actually DRAW CURRENT (use energy). Bearden says if you hook up 1000
> wires to a single power source, when you turn switch power to the wires,
> they all measure the same amount of power INSTANTLY. So if you could tap
> all these potentials before current ever flows, then you could suck off
> free energy.

This would definately make sense --- you could think of current as being a
pressure wave which spreads through the conductor, bouncing off the walls
of the conductor itself -- and thus interfering with the flow itself --
causing different conduction bands to form where the current moves at
different speeds.

> Much like Keely's claim that you can put one tuning fork into a room with
> a thousand tuning forks. When you strike THE ONE FORK, all the other
> forks will resonate to the SAME AMPLITUDE, evoking the extra energy from
> the resonant neutral center of the mass. It is a matter of converting
> all that mechanical vibration (collimating) into a useful form of energy.
> Perhaps piezoelectric crystals or better yet, magnets connected to the
> tines and vibrating in the presence of coils of wire which feed into a
> very high dielelectric.

Hmmm... pardon me, Jerry - but it sounds like you're describing a step-up
transformer (sortof). On the other hand, there's probably something I'm
not getting -- care to elaborate on that a bit?

> So, what if electricity acts like fluid (which we know it does), then
> this conduction bands idea makes sense. Perhaps the crystalline
> structure can be created from the outside in, the deeper the structure,
> the more efficient the wire. Lots to play with here.

Definately - most definately. It also gives some interesting insights on
how superconductivity might be possible -- you have to figure that all
those lovely composite materials out there ALTER the characteristics of
the waveguide (the conductor), and somehow either expand the innermost
conduction band -- or perhaps the nature of the composite itself helps to
stop these conduction bands from forming -- allowing for a current to form
and flow at a uniform frequency and speed. Whoop! Lots to play with indeed
-- and don't touch my can-opener! :)