| Date: Mon, 30 Jul 2001
        10:54:49 -0500 
          Justin,
         
         
        
          Good luck in your quest!
         
         
        
          Sometimes it's best to just be very straightforward  in
          explanation.  Key points that may help justify the university
          approving  the work are:
         
         
        
          (1) relaxation time is a known phenomenon, well-documented.  So
          that part is unquestionable.
           
        
 
          (2) Electrostatic charging is also a known phenomenon.  You get a
          little work (cost) by the stressing or straining of materials, but
          that is all.
           
        
 
          (3) By using sufficient delay time to allow switching, one can excite the circuit
          electrostatically, then allow the circuit to decay that excitation
          energy electrodynamically.
           
        
 
          (4) It is a fact that a circuit, suddenly finding excitation upon it,
          will dissipate that excitation energy.  Else none of our electric
          circuits could do anything at all.
           
        
 
          (5) This is a novel use of an EM circuit.
           
        
 
          (6) It also is a worthy technical project, because it harkens back to
          what was actually done to APPLIED electrodynamics when Lorentz
          symmetrically regauged the Maxwell-Heaviside equations.
           
        
 
          (7) It is also a worthy doctoral thesis project, because of its
          significance for the foundations of electrodynamics and the correct
          interpretation of electrodynamics, particularly in light of later
          developments such as gauge field theory.
           
        
 
          (8) It also applies one of the foundations axioms of gauge field
          theory:
         
        
          gauge freedom, which in electrodynamics means that the potential --
          and hence the potential energy -- of a Maxwellian system can be freely
          changed at will.  In real life, you just have to pay a little
          switching costs. But it applies the principle -- and in fact tests it. 
          If this experiment DID NOT work, when properly executed, then it would
          destroy one of the foundations axioms of gauge field theory, with
          profound impact on much of physics.
         
         
        
          It also has implications for one of those things that any university
          is stuck with; the demand of the administration for bringing in
          outside funds.  A successful experiment here would unleash a
          tirade of furious research and funding -- from DOE alone.  Not to
          mention patent activity, etc.  Not to mention the implications
          for power systems, etc.
         
         
        
          It also proves another very major thing: all that burning of
          hydrocarbons, use of nuclear fuel rods, building of dams and
          windmills, etc. is only to turn the shaft of the generator.  And
          contrary to all present scientific teachings, turning the shaft of the
          generator does not add a single watt to the external power line! 
          Instead, it just continuously remakes the source dipole between the
          terminals of the generator, that our present closed current loop power
          systems and circuits are fiendishly designed to kill faster than the
          external load is powered.
         
        
          In short, it proves what has already been known in particle physics
          for nearly a half century: the broken symmetry of that source dipole. 
          It proves that the dipole, once formed, absorbs EM energy from the
          vacuum in unusable virtual photon form, transduces it into usable
          observable photon form, and pours it out in all directions.
         
        
          This then solves the most difficult problem in all of electrodynamics
          (both quantal and classical): the question of the association of the
          fields and potentials and their vast energy (considered they may reach
          across the universe), with their source charges.  You can adapt
          my paper, "Giant Negentropy from the Common Dipole"
          (attached) to show (do it more elegantly and mathematically) that all
          EM energy in 3-space comes from the time domain (from time-energy).
         
        
          Very strong support for my reinterpretation of Whittaker's 1903
          decomposition of the scalar potential (i.e., the scalar potential
          between the ends of that source dipole), is also given by Mandl and
          Shaw, Quantum Field Theory, Wiley, 1984, in Chapter 5. Mandl and Shaw
          argue that the longitudinal and scalar polarizations are not directly
          observable, but only in combination, where they manifest as the
          "instantaneous" Coulomb (i.e., electrostatic) potential. 
          Our comment is that this argument, translated from particle
          terminology to wave terminology, directly fits my re-interpretation of
          Whittaker's 1903 decomposition of the scalar potential, as pointed out
          in my paper "Giant Negentropy from the Common Dipole,"
          Journal of New Energy, 5(1), Summer 2000, p. 11-23.   
          However, Mandl and Shaw fail to account for the assumed interaction of
          the detecting/observing unit point charge, and thus fail to account
          for the absorption of the incoming time-polarized wave or photon, the
          transduction of that excitation energy of the charge into longitudinal
          EM wave/photon energy, and the subsequent emission of that excitation
          energy in 3-space. Thus Mandl and Shaw missed the time-excitation
          charging  via absorption of the "coupled"
          time-polarized EM wave/photon, and the decay by emission of 3-space
          longitudinal EM wave/photon.  This interaction has been
          erroneously omitted in physics prior to our recognition of it. 
          So Mandl and Shaw do not account for photon (or wave) polarization
          transduction, where the "causal" time-polarized EM wave or
          photon comes in and is absorbed by the detecting charge or dipole,
          then re-emitted as the longitudinally polarized EM wave or photon in
          3-space.  Recognition of these missing facts allowed at last a
          solution to the long-vexing problem of the source charge, often called
          the greatest problem in both quantum and classical electrodynamics.
         
        Lastly, the experiment proves that all dipolar EM circuits and power systems are in fact powered by EM energy extracted directly from the vacuum. 
          This simple experiment thus contains what is needed to dramatically
          change the entire perspective of electrodynamics.  In my view, if
          properly done and successful, the experiment and its variants would be
          worthy of a Nobel Prize for the researchers doing the experiment and
          properly preparing the scientific results and implications.
         
        
          Hope that helps.
         
        
          Cheers,
         
        
          Tom Bearden
           
        Sent: Monday, July 30, 2001 2:12 AM 
          Dear Tom,
         
        
          Thanks for your reply.  From your answer I get the idea I'm sort
          of on the
         
        
          right track.  Now I have the wonderful job of explaining this
          stuff to my
         
        
          supervisor.  That way I might have a decent chance at getting the
          Uni to
         
        
          make some of that wire (assuming they take me seriously).
         
        
          Justin.
         
         
        
          *----------------------------------------------*
         
        
          Mr Justin *****  BE(Elec)(Hons) Power/Control
         
        
          Sustainable Energy Research Group
         
        
          Dept. Computer Science & Electrical Engineering
         
        
          University of Queensland
         
        
          St. Lucia, Australia 4072
         
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