On Chiral Model of Graphene

Yu.P. Rybakov

doi:10.4028/www.scientific.net/SSP.190.59

Paper Titles

Local Moments in the Dynamic Spin-Fluctuation Theory of Metallic Magnetism
p.43

Тunneling of Acoustic Waves through the Gap between Two Ferromagnetic Crystals with the Relative Longitudinal Motion
p.47

Spin and Elastic Waves with the Random Coupling Parameter
p.51

Extended Dynamic Spin-Fluctuation Theory with Application to Iron
p.55

On Chiral Model of Graphene
p.59

Transitions in There-Dimensional Magnets with Extra Broken Symmetry
p.63

Incommensurate Spin-Density Wave in Two-Dimensional Hubbard Model
p.67

Spin Waves in Multilayers with Different Magnitudes of the Magnetization, Exchange, and Anisotropy
p.71

New Magnetoresistance Results in GdB₆
p.77

HomeSolid State PhenomenaSolid State Phenomena Vol. 190On Chiral Model of Graphene

On Chiral Model of Graphene

Abstract:

The hybridized sp-states of valence electrons in the carbon atom can be describedby SU(2) matrix considered as the order parameter. The chiral model of graphene based onthis order parameter is suggested in the long-wave approximation, the ideal graphene planebeing determined by the kink-like solution. Corrugation of the graphene surface is describedin the form of ripple and rings. The approximate solution corresponding to an inﬁnite carbonnanotube is found.