Sent this 3 days ago, hasnt appeared on the list to my
knowledge, so I am resending from my sent mail folder.
> 
> --- Marshall Dudley <mdud...@execonn.com> wrote:
> > "A :. A :." wrote:
> > 
> > > i always thought kinetic energy was just
> > > 'potential' energy.
> > 
> > Kenetic energy and potential energy are two
> > different forms of energy.  Water behind a
> > dam is potential energy, water going over the dam,
> > and the electricity made by water
> > going through the turbines is kinetic energy. 
> > Potential energy is stored energy,
> > kinetic is energy in motion.
> > 
> > Marshall
> To add to this how  electrical resonance uses these
> quantities; the magnetic field comprises the energy
> expressed in its kinetic form, and the electric
> field
> comprises that energy expressed in its potential
> form.
> In resonance that amount of energy changes hands
> twice
> per cycle by the inductor component L and the
> capacitor component C. The amount of energy in
> oscillation corresponds to .5LI^2, and in resonance
> this is predicted to = .5CV^2, which explains the
> resonant rise of voltage in series resonance. Given
> the quantities L and C being used in the resonance,
> and I, the amount of amperage that occurs: we are
> given 3 known quantities and one unkown qunatity V
> or
> voltage which is than found by the equation
> .5LI^2=.5CV^2  Now the conservation of energy states
> that the sum of the potential and kinetic energies
> of
> a system is constant. What this means is that when
> the
> magnetic field is full the electric field of the
> capacitor is empty, and vice versa. Now the amount
> of
> energy in oscillation can actually exceed the energy
> input, but those are only conditions where the L
> quantity is made exceedingly large. The energy
> dissipated as heat loss is the actual energy input
> at
> I^2R. A certain amount of energy expressed per time
> period represents the power expended. A 56 Henry
> coil
> containing 1000 ohms can consume 85 ma at 60 hz
> resonance. Its power input then becomes
> (.085)^2*1000=
> 7.225 watts or 7.225 joules per second. The amount
> of
> energy manifested in joules at I = .085 A is
> (.085)^2*
> 28=.202 joules. This quantity of energy transfers
> the
> components 120 times per second at 60 hz, or
> .202*120
> joules per second= 24.2 joules per second or watts.
> Thus our very laws show that more energy can exist
> inside a resonant circuit than is inputed. The
> problem
> that developes is that when we try to extract this
> energy, it proves to be a catch 22 proposition. In
> the
> normal methods of extraction, this in turn shuts
> down
> the resonance that contains the energy we are trying
> to extract.
> 
> Sincerely HDN
> 
> =====
> Binary Resonant
> Systemhttp://www.insidetheweb.com/mbs.cgi/mb124201
> 
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=====
Binary Resonant Systemhttp://www.insidetheweb.com/mbs.cgi/mb124201

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