Thanks Patrick, very much 
          appreciated.
        
           
        
          
          Glad the handbook finally 
          recognizes that current is associated with energy dissipation, not 
          energy collection.
        
           
        
          
          Transfer of energy alone, 
          is work-free.  Any source of potential (including, e.g., an electret) 
          radiates energy continuously. The "static field" in space is still 
          composed of photons, and a photon in space is moving at light speed. 
          As Van Flandern points out, a static field is analogous to a 
          waterfall, but not to a FROZEN waterfall. It appears "static", but it 
          is really a steady state energy flow of its component parts all in 
          motion at light speed.
        
           
        
          
          Always gets us back to the 
          source charge problem. Any discussion of potential energy in a 
          circuit, potentializing a circuit, etc. is not adequate until the 
          source charge solution (available from particle physics but not in the 
          Maxwell-Heaviside electrodynamics model at all)  is 
          discussed.
        
           
        
          
          Best wishes,
        
          
          Tom Bearden
        
        
            
            10 / 11 / 03
            
            Dear Colonel Bearden,
            
            I was looking at Ivor Catt's website and came across this 
            interesting reference:
            
            Standard Handbook for Electrical Engineers - 10th 
            Edition (1968) by Fink & Carrol  - McGraw Hill, pages 2-12 -to 2-13
            
            A significant point about this 
            phenomenon is the fact that electromagnetic energy flows 
            predominantly through dielectrics (non conductors). Metals are 
            conductors for current but non conductors for the flow of energy, 
            while dielectrics are good conductors for the flow of energy.
            
            Near the surface of a transmission line conductor, the Poynting 
            vector is slightly inclined towards the conductor's surface, thus 
            giving rise to a small component of energy flow into the conductor. 
            This component of the electromagnetic wave causes the conductor 
            current, which in turn causes a loss but does NOT contribute 
            usefully to the power transmission.
            
            The usually accepted view that the conductor current produces the 
            magnetic field surrounding it must be displaced by the more 
            appropriate one that the electromagnetic field surrounding the 
            conductor produces, through a small drain on its energy supply, the 
            current in the conductor. Although the value of the latter (the 
            conductor current) may be used in computing the transmitted energy, 
            one should clearly recognize that physically this current produces 
            only a loss and in NO WAY has a direct part in the phenomenon of 
            power transmission.
            
            Obviously the last paragraph is likely to cause a good deal 
            of healthy speculation, and you will not be surprised to know that 
            it has not appeared in any edition since 1968. It seems paradoxical 
            to say that the calculation of what is described as a 'loss' can 
            help estimate the magnitude something that is a completely 
            'unbounded', at least as far as this description goes. 
            As you say, we are back to Poynting vs Heavisde, and Lorentz's 2 
            dimensional surface integration of an energy which is '2+n 
            dimensional'. 
            
            Given that we have a model of the electron, it sometimes seems that 
            we don't even need an 'energy flux' model to describe conduction 
            current. Surely the 'free electron gas' has enough residual energy 
            to power conduction once a voltage is applied? Ivor Catt goes all 
            the way and claims that conduction current doesn't really exist, but 
            that seems highly contentious. Anyway, on with the research ! 
            
            
            regards
            
            Patrick