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1999 (1)
1989 (1)
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1Author    Pierre GuéretRequires cookie*
 Abstract    A set of fully symmetric maxwellian equations is proposed, with a quantum mechanical coupling term between matter and fields. Its relativistic transformation properties and conservation laws are presented. Dual, monopole4ike solutions are described, which have properties consistent with those of the Dirac electron and magnetic monopole. The spatial extent of the monopole fields is proposed to be bound within two extreme radial limits rp and R0 such that a In (R0/rp) = 1, where a ~ 1/137 is the electromagnetic fine structure constant, yielding for the ratio R0/rp a very large number in the order of the ratio of the so-called universe radius to the Planck length. 
  Reference    Z. Naturforsch. 43a, 684—686 (1988); received March 12 1988 
  Published    1988 
  Keywords    Dirac Electron, Magnetic Monopole, Maxwell's Equations 
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 TEI-XML for    default:Reihe_A/43/ZNA-1988-43a-0684.pdf 
 Identifier    ZNA-1988-43a-0684 
 Volume    43 
2Author    Pierre GuéretRequires cookie*
 Abstract    A recently proposed set of symmetric maxwellian equations with a quantum-mechanical coupling term between matter and fields is investigated further. Monopole and dipole solutions are described, from which the momentum of a moving charge is calculated. An alternative derivation of the Dirac quantization condition for monopoles is given. F u r th e r P r o p e r tie s o f a S e t o f S y m m e tric M a x w e llia n E q u a tio n s 
  Reference    Z. Naturforsch. 44a, 106—108 (1989); received November 21 1988 
  Published    1989 
  Keywords    Dirac Electron, Magnetic Monopole, Maxwell's Equations 
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 TEI-XML for    default:Reihe_A/44/ZNA-1989-44a-0106.pdf 
 Identifier    ZNA-1989-44a-0106 
 Volume    44 
3Author    OlegD. JefimenkoRequires cookie*
 Title    On the Relativistic Invariance of Maxwell's Equation  
 Abstract    It is common knowledge that Maxwell's electromagnetic equations are invariant under relativistic transformations. However the relativistic invariance of Maxwell's equations has certain heretofore over-looked peculiarities. These peculiarities point out to the need of reexamining the physical significance of some basic electromagnetic formulas and equations. 
  Reference    Z. Naturforsch. 54a, 637—644 (1999); received September 25 1999 
  Published    1999 
  Keywords    Maxwell's Equation, Special Relativity, Lorentz Contraction 
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 TEI-XML for    default:Reihe_A/54/ZNA-1999-54a-0637.pdf 
 Identifier    ZNA-1999-54a-0637 
 Volume    54