Browse By Author A-Z


A B C D E F G H I J K L M N O P Q R S T U V W X Y Z 0-9 


Author: Yafyasov, A.

LANDAUER FORMULA AND FORMING OF SPECTRAL BANDS
Pavlov, B.; Roach, G.; Yafyasov, A. (1998)
barrier is compared with one corresponding to a finite periodic chain of $N$ potential barriers or wells. It is proved, that even for small periodic potentials the exponential decreasing of the transmission coefficient for growing $N$ takes place in lacunas of the corresponding periodic operator on the whole real line. Using the Landauer formula we express the conductivity of the... [Report]
View record details  | Get this document from The University of Auckland
Boundary condition at the junction
Harmer, M.; Pavlov, B.; Yafyasov, A. (2006)
A two-dimensional junction is modelled by a quantum graph with a resonance hode. The boundary condition at the node is calculated from the frirst principles . In low temperators limit for simplest T-junction it coincides with the the boundary condition suggested by Datta. The free parameter contained in Datta's condition is interpreted in spectral terms of an intermediate Hamiltonian. The... [Report]
View record details  | Get this document from The University of Auckland