مشخصات پژوهش

عنوان	Lagrangian reformulation of Maxwell electrostatics based on a one-parameter extension of the Heisenberg algebra in a six-dimensional phase space
نوع پژوهش	مقاله چاپ‌شده
کلیدواژه‌ها	Phase space, Heisenberg algebra, Deformation, Maxwell electrostatics, Lagrangian formulation, Point charge
چکیده	In a series of papers, Frydryszak and Tkachuk (Czechoslovak Journal of Physics, 53 (2003) 1035-1040; Found. Phys, 46 (2016) 1666-1679) introduced a one-parameter extension of the Heisenberg algebra with a deformation parameter in a six-dimensional phase space. In this paper, after Lagrangian reformulation of Maxwell electrostatics from the viewpoint of the above one-parameter extension of the Heisenberg algebra in a six-dimensional phase space the electrostatic potential and the electric field of a point charge are calculated analytically in this generalized electrostatics (generalized Maxwell electrostatics). We show that in contrast with the conventional Maxwell electrostatics the electrostatic potential and the electric field of a point charge are not singular at the position of the point charge in this generalized electrostatics. We show that in the low-energy limit (large spatial distances), the results of this generalized electrostatics are compatible with the results of the conventional Maxwell electrostatics
پژوهشگران	سید کامران مویدی (نفر دوم)، سعید نبی پور (نفر اول)