Field Unification in the Maxwell-Lorentz Theory with Absolute Space.

Although Trautman (1966) appears to give a unified-field treatment of electrodynamics in Newtonian spacetime, there are difficulties in cogently interpreting it as such in relation to the facts of electromagnetic and magneto-electric induction. Presented here is a covariant, nonunified field treatme...

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Publicado en:Philosophy of Science Vol. 70; no. 5; pp. 1063 - 1073
Autor principal: Rynasiewicz, Robert
Formato: Artículo
Publicado: Cambridge University Press Dec2003
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Acceso en línea:Ver este registro en EBSCOhost
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        au: Rynasiewicz, Robert
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        Grand unified theories (Nuclear physics)
        Electrodynamics
        Lorentz transformations
        Electromagnetic theory
        Unified field theories
        Mechanics (Physics)
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        subj:
          Grand unified theories (Nuclear physics)
          Electrodynamics
          Lorentz transformations
          Electromagnetic theory
          Unified field theories
          Mechanics (Physics)
      ab: Although Trautman (1966) appears to give a unified-field treatment of electrodynamics in Newtonian spacetime, there are difficulties in cogently interpreting it as such in relation to the facts of electromagnetic and magneto-electric induction. Presented here is a covariant, nonunified field treatment of the Maxwell-Lorentz theory with absolute space. This dispels a worry in Earman (1989) as to whether there are any historically realistic examples in which absolute space plays an indispensable role. It also shows how Trautman's formulation can be rendered coherent, albeit at the cost of deunification, by reinterpreting the Maxwell tensor as a composite object involving, in part, elements from Newtonian spacetime.
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