1965
DOI: 10.1119/1.1971597
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An Introduction to the Theory of Relativity

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Cited by 24 publications
(37 citation statements)
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“…Furthermore, in the classical models of the Dirac particle, fast oscillating electric dipole moments also appear (Rivas, 2005;Gauthier 2006). These findings coincide with earlier finding that a moving magnetic dipole induces an electric dipole d=(v/c 2 )×m, where m and v are respectively the magnetic moment and the velocity of the moving spin, as a relativistic effect (Rosser, 1964). Rivas (2005) believes that what is lacking in the typical quantum mechanical wave equation is this oscillating electric dipole.…”
Section: Dirac-hestenes Electric Dipolesupporting
confidence: 80%
“…Furthermore, in the classical models of the Dirac particle, fast oscillating electric dipole moments also appear (Rivas, 2005;Gauthier 2006). These findings coincide with earlier finding that a moving magnetic dipole induces an electric dipole d=(v/c 2 )×m, where m and v are respectively the magnetic moment and the velocity of the moving spin, as a relativistic effect (Rosser, 1964). Rivas (2005) believes that what is lacking in the typical quantum mechanical wave equation is this oscillating electric dipole.…”
Section: Dirac-hestenes Electric Dipolesupporting
confidence: 80%
“…The constitutive equation for the polarization P ( r) inside the moving cylinder, in the first-order theory ((ωA) 2 << c 2 , c is the speed of light), is (see, for example, Ref. [22]):…”
Section: The Current Density Jmentioning
confidence: 99%
“…where and ⊥ denote the field components parallel and normal to V, respectively [3,19]. Consider now the actual system discussed above as observed from the Σ frame, with respect to which the conductor and the point charge q are in uniform motion with the velocity V. In Σ, the conductor has the shape of a moving ellipsoid whose equation is…”
Section: Image Theory For the Heaviside Ellipsoidmentioning
confidence: 99%