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A NEW DIRAC BISPINOR FORM OF MAXWELL'S EQUATIONS AND ITS ROLE IN A THEORY OF ELEMENTARY INTERACTIONS
Using the relativistic-operational concept of elementary interaction, the author shows that it is possible to write Maxwell's equations in a bi-spinor form similar to that of the bi-spinor Dirac equation. In the context of a theory of elementary interactions, new electromagnetic interactions ar...
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Format: | Report |
Language: | English |
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Online Access: | Request full text |
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Summary: | Using the relativistic-operational concept of elementary interaction, the author shows that it is possible to write Maxwell's equations in a bi-spinor form similar to that of the bi-spinor Dirac equation. In the context of a theory of elementary interactions, new electromagnetic interactions are introduced in a natural way through the use of the bispinor Maxwell equations in a Lagrangian formalism. In particular a new 'spinor torque' interaction occurs in addition to the usual 'Lorentz Force' interaction. The physical effects of this new electromagnetic interaction in a theory of elementary interactions are discussed. (Author) |
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