finsler geometry, hypercomplex numbers and physics
Русский
HOME | ABOUT | JOURNAL | ARTICLES | POLYNUMBERS | ALL SECTIONS | DISCUSSION | LOGIN
SECTIONS
Temporary
nice
Discussion
News
All articles
Journal
Polynumbers
Archive
Books
Finsler Prize
Prizes & Competitions
Institute
Moscow, FERT-2019
Moscow, FERT-2018
Murom, FERT-2017
Murom, FERT-2016
Murom, FERT-2015
Brasov FERT-2014
Debrecen FERT-2013
Roger Penrose - 2013
Moscow, FERT-2012
Braşov FERT-2011
Moscow FERT-2010
Moscow FERT-2009
Cairo FERT-2008
Moscow FERT-2007
Cairo FERT-2006
FinslerSchool "Wood Lake"
Conferences
Seminars
Films
Presentations
Foto
Pyramides
Software
Drafts
SEARCH
Journal
Prizes & Competitions

Fields analogues of Newton's laws for one model of electro-gravymagnetic field
2009jar | L.A. Alexeyeva  // Institute of mathematics, Alma-Ata, Kazakhstan, alexeeva@math.kz

With use the Hamilton's form of the Maxwell's equations one biquaternion model for electro-gravymagnetic (EGM) field is offered. The equations of the interaction of EGM-fields, generated different charge and current, are built. The field analogues of three Newton's laws are offered for free and interacting charge-currents, as well as total field of interaction. An invariance of the equations at Lorentz transformation is investigated, and, in particular, law of the conservation of the charge-current. It is shown that at fields interaction, this law differs from the well-known one. The new modification of the Maxwell's equations is offered with entering the scalar resistance field in biquaternion of EGM-field tension. Relative formulas of the transformation of density of the masses and charge, current, forces and their powers are built. The solution of the Caushy problem is given for equation of charge-current transformations.


English: Russian:
11-09.pdf, 800,466 Kb, PDF