GENETIC ALGORITHM FOR CONSTRUCTING GRAPHENE NANORIBBON WITH GIVEN ELECTRONIC TRANSPORT PROPERTIES
Annotation
Electronic transport in carbon nanoribbon is studied in a quantum graph model. A numerical method for current-voltage curve calculation is proposed. Various optimizations of a parallelization scheme are discussed. A parallel genetic algorithm to solve an inverse transport problem is invented.
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Articles in current issue
- DIFFUSION AND LAPLACIAN TRANSPORT FOR ABSORBING DOMAINS
- ON SPECTRAL GAPS IN GRAPHENE IN A WEAK CONSTANT MAGNETIC FIELD
- ON THE ASYMPTOTICS OF THE PRINCIPAL EIGENVALUE FOR A ROBIN PROBLEM WITH A LARGE PARAMETER IN PLANAR DOMAINS
- C*-ALGEBRAS IN RECONSTRUCTION OF MANIFOLDS
- APPLICATION OF GREEN’S FUNCTION APPROACH TO ELECTRONIC STRUCTURE OF CARBON NANOCYLINDERS
- GAUSSIAN CLASSICAL CAPACITY OF GAUSSIAN QUANTUM CHANNELS
- EXPERIMENTAL AND THEORETICAL CHARACTERISATION OF JOSEPHSON SELF-COUPLING IN SUB-TERAHERTZ FLUX-FLOW OSCILLATOR
- HYSTERESIS OF CONDUCTIVITY IN THE GRANULAR SILVER FILMS
- EFIMOV’S EFFECT FOR PARTIAL INTEGRAL OPERATORS OF FREDHOLM TYPE
- THE CONUCTIVITY LOW ENERGY ASYMPTOTICS FOR MONOLAYER GRAPHENE
- NEGATIVE EIGENVALUES OF THE Y-TYPE CHAIN OF WEAKLY COUPLED BALL RESONATORS
- INVESTIGATION OF QUANTUM RANDOM NUMBER GENERATION BASED ON SPACE-TIME DIVISION OF PHOTONS
- TUNNELING CURRENT IN CARBON NANOTUBES WITH DEEP IMPURITIES
- HARTREE-FOCK APPROXIMATION FOR THE PROBLEM OF PARTICLE STORAGE IN DEFORMED NANOLAYER
- ELECTROPHYSICAL PROPERTIES OF CNT. THE AUGMENTED CYLINDRICAL WAVE METHOD
- MODEL OF THE INTERACTION OF POINT SOURCE ELECTROMAGNETIC FIELDS WITH METAMATERIALS