Chiral Superconducting Membranes

Abstract

We develop the dynamics of the chiral superconducting membranes (with null current) in an alternative geometric approach either making a Lagrangian description and a Hamiltonian point of view. Besides of this, we show the equivalence of the resulting descriptions to the one known Dirac-Nambu-Goto (DNG) case. Integrability for chiral string model is obtained using a proposed light-cone gauge. In a similar way, domain walls are integrated by means of a simple ansatz. We compare the results with recently works appeared in the literature.

Latex file, 17 pages, no figures. Improved version, typos corrected, Comments and references added

References in corpus (4)

• Dynamics and integrability property of the chiral string model
• ADM Worldvolume Geometry
• Constrained Superconducting Membranes
• A vorton gun

Cited by in corpus (3)

• An equation of state for purely kinetic k-essence inspired by cosmic topological defects
• Symplectic structure for elastic and chiral conducting cosmic string models
• Nucleation of ${}^{(4)}R$ Brane Universes