Mello, Bernardo, González, Jorge, Guerrero, Luis and López, Eduardo (1998) Topological Defects with Long-Range Interactions. Physics Letters. Section A: General, Atomic and Solid State Physics, 244 (4). pp. 277-284.
We investigate a modified sine-Gordon equation which possesses soliton solutions with long-range interaction. We introduce a generalized version of the Ginzbug-Landau equation which supports long-range topological defects in D = 1 and D > 1. The interaction force between the defects decays so slowly that it is possible to enter the non-extensivity regime. These results can be applied to non-equilibrium systems, pattern formation and growth models.
|Keywords:||Solitons; Long Range Interactions; Pattern Formation; non-extensivity|
|Centre:||Faculty of Organisational Behaviour|
|Date Deposited:||11 Mar 2012 20:39|
|Last Modified:||23 Oct 2015 14:06|
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