Detailed Information on Publication Record
2013
SYMMETRY PROPERTIES OF THE EXACT EM RADIATION-REACTION EQUATION FOR CLASSICAL EXTENDED PARTICLES AND ANTIPARTICLES
CREMASCHINI, Claudio and Massimo TESSAROTTOBasic information
Original name
SYMMETRY PROPERTIES OF THE EXACT EM RADIATION-REACTION EQUATION FOR CLASSICAL EXTENDED PARTICLES AND ANTIPARTICLES
Name (in English)
SYMMETRY PROPERTIES OF THE EXACT EM RADIATION-REACTION EQUATION FOR CLASSICAL EXTENDED PARTICLES AND ANTIPARTICLES
Authors
CREMASCHINI, Claudio and Massimo TESSAROTTO
Edition
International Journal of Modern Physics A, SG - Singapurská republika, 2013, 0217-751X
Other information
Type of outcome
Článek v odborném periodiku
Field of Study
10304 Nuclear physics
Confidentiality degree
není předmětem státního či obchodního tajemství
References:
Organization unit
Institute of physics in Opava
UT WoS
000322366200007
Keywords in English
Classical electrodynamics; Special relativity; Radiation-reaction; Variational principles; Symmetry properties
Tags
Tags
International impact, Reviewed
Změněno: 29/3/2021 09:47, Mgr. Pavlína Jalůvková
Abstract
V originále
Based on recent theoretical developments (Cremaschini and Tessarotto, 2011-2013), in this paper the issue is addressed of the first-principle construction of the nonlocal relativistic radiation-reaction (RR) equation for classical spherical-shell, finite-size particles and antiparticles. This is achieved invoking the axioms of Classical Electrodynamics by means of the Hamilton variational principle. In connection with this, the Lagrangian conservation laws, together with the possible existence of adiabatic invariants, and the transformation laws of the RR equation with respect to CPT and time-reversal transformations are investigated. The latter properties make possible the parametrization of the RR equations, holding respectively for particles and antiparticles of this type, in terms of the same coordinate time t and the investigation of the qualitative properties of their solutions. In particular, in both cases the RR self-force is found to have the same signature, which implies that