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Complexes of stationary domain walls in the resonantly forced Ginsburg-Landau equation by Barashenkov, I. V.; Woodford, S. R. is a scholarly article available to read on EtoBox.

What is Complexes of stationary domain walls in the resonantly forced Ginsburg-Landau equation about?

The parametrically driven Ginsburg-Landau equation has well-known stationary solutions -- the so-called Bloch and Neel, or Ising, walls. In this paper, we construct an explicit stationary solution describing a bound state of two walls. We also demonstrate that stationary complexes of more than two walls do not exist.

Author

Barashenkov, I. V.; Woodford, S. R.

Published

2004

Language

EN