Long-time asymptotics for the coupled MaxwellLorentz equations (2000)

Content Provider	CiteSeerX
Author	Imaikin, Valery Komech, Er Mauser, Norbert
Abstract	Abstract. We consider a Maxwell field translation invariantly coupled to a single charge. This Hamiltonian system admits soliton-type solutions, where the charge and the co-moving field travel with constant velocity. We prove that a solution of finite energy converges, in suitable local energy seminorms, to a certain soliton-type solution in the long time limit t → ±∞. 1
File Format	PDF
Journal	Comm. Partial Diff. Equs
Language	English
Publisher Date	2000-01-01
Access Restriction	Open
Subject Keyword	Coupled Maxwelllorentz Equation Long-time Asymptotics Maxwell Field Translation Hamiltonian System Finite Energy Converges Suitable Local Energy Seminorms Co-moving Field Travel Single Charge Certain Soliton-type Solution Constant Velocity Soliton-type Solution Long Time Limit
Content Type	Text
Resource Type	Article