Mathematics – Logic
Scientific paper
Feb 1980
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1980nciml..27..133d&link_type=abstract
Nuovo Cimento, Lettere, Serie 2, vol. 27, Feb. 2, 1980, p. 133-139.
Mathematics
Logic
15
Celestial Bodies, Cosmology, Magnetic Fields, Spin Dynamics, Angular Momentum, Geomagnetism, Gravitational Constant, Interpretation, Magnetic Moments, Torsion
Scientific paper
A cosmological interpretation of the empirical relation between the magnetic moment and intrinsic angular momentum of the celestial bodies is examined. From a consideration of the spin-torsion interaction Lagrangian in a Riemann-Cartan space, it is shown that torsion, inducing the alignment of the spins inside matter, can produce a magnetic field, just as a magnetic field induces torsion by forcing spin alignment. The empirical magnetic moment-intrinsic angular momentum relation, which includes the gravitational constant, is then deduced as a consequence of the initial conditions of the universe, assuming the introduction of torsion into the gravitational equations according to the Einstein-Cartan theory, and the validity of Dirac's large-number hypothesis. The cosmological interpretation of the magnetic moments of celestial bodies predicts the increase with time of the earth's magnetic moment, which has been verified qualitatively by experiment, and can apply to the galaxies and the universe as well as the stars and planets.
de Sabbata Venzo
Gasperini Maurizio
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