On the Relativistic Invariance of Maxwell's Equation

@article{Jefimenko1999OnTR,
  title={On the Relativistic Invariance of Maxwell's Equation},
  author={O. Jefimenko},
  journal={Zeitschrift f{\"u}r Naturforschung A},
  year={1999},
  volume={54},
  pages={637 - 644}
}
  • O. Jefimenko
  • Published 1999
  • Chemistry
  • Zeitschrift für Naturforschung A
    • 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. 
    View via Publisher
    degruyter.com
    5 Citations
    5 Citations
    Citation Type

    Citation Type

    A new perspective on relativistic transformation for Maxwell's equations of electrodynamics
    • 7
    On the Relativistic Transformation of Force
    Non-Abelian gauge theory from the Poisson bracket
    An Unexpected Controversy between Special Relativity and General Relativity
    Triplet Paradox in Special Relativity and Discrepancy with Electromagnetism
    • 2
    • PDF

    References

    SHOWING 1-10 OF 10 REFERENCES
    Direct calculation of the electric and magnetic fields of an electric point charge moving with constant velocity
    • 24
    Retardation and relativity: The case of a moving line charge
    • 15
    Invisibility of the Lorentz Contraction
    • 215
    Jefimenko, Retardation and relativity: The case of a moving line charge, Amer
    • J. Phys. 63,
    • 1995
    Interpretation of Classical Electromagnetism; Kluwer
    • 1997
    Interpretation of Classical Electromagnetism; Kluwer
    • 1997
    Jefimenko , Retardation and relativity : Derivation of Lorentz - Einstein transformations from retarded integrals for electric and magnetic fields
    • Amer . J . Phys .
    • 1995
    Jefimenko . Direct calculation of electric and magnetic fields of an electric point charge moving with constant velocity
    • Amer . J . Phys .
    • 1994
    Jefimenko, Retardation and relativity: Derivation of Lorentz-Einstein transformations from retarded integrals for electric and magnetic fields, Amer
    • J. Phys. 63,
    • 1995
    See , for example , J . Terrell , Invisibility of the Lorentz Contraction
    • , Interpretation of Classical Electromagnetism