Boundary condition at the junction

Abstract

The quantum graph plays the role of a solvable model for a two-dimensional network. Here fitting parameters of the quantum graph for modelling the junction is discussed, using previous results of the second author.

Replaces unpublished draft on related research

References in corpus (5)

• Persistent current in ballistic mesoscopic rings with Rashba spin-orbit coupling
• Friedel phases and phases of transmission amplitudes in quantum scattering systems
• The Generalized Star Product and the Factorization of Scattering Matrices on Graphs
• Quantum wires with magnetic fluxes
• Quantum splitter controlled by Rashba spin-orbit interaction

Cited by in corpus (2)

• Norm-resolvent convergence of one-dimensional high-contrast periodic problems to a Kronig-Penney dipole-type model
• Effective Schroedinger dynamics on $\epsilon$-thin Dirichlet waveguides via Quantum Graphs I: star-shaped graphs