Transfer Matrix Approach to Quantum Transport in a Driven Mesoscopic Ring
スポンサーリンク
概要
- 論文の詳細を見る
We have developed a transfer matrix method for analyzing quantum transport in harmonically driven system with spatiotemporal coherence and applied this technique to electron transport in a driven mesoscopic ring. It is predicted that novel cusps appear in the conductance as a function of the incident electron energy.
- 理論物理学刊行会の論文
- 2000-04-28
著者
-
YAKUBO Kousuke
Department of Applied Physics, Hokkaido University
-
Yakubo K
Hokkaido Univ. Sapporo
-
Yakubo Kousuke
Department Of Physics University Of California
-
Yakubo Kousuke
Department Of Applied Physics Graduate School Of Engineering Hokkaido University
-
OHE Jun-ichiro
Department of Applied Physics, Hokkaido University
-
Ohe Jun-ichiro
Department Of Applied Physics Hokkaido University
-
Yakubo Kousuke
Department of Physics, University of California
関連論文
- Anomalous Size Dependence of Inverse Participation Ratio of Eigenfunctions in Graded Elastic Lattices(Condensed matter: structure and mechanical and thermal properties)
- Variety of Normal Modes and Their Transition Behaviors in Graded Elastic Networks : Square Networks with a Diagonal Gradient(Condensed matter: structure and mechanical and thermal properties)
- Fractons in Percolation Clusters : II. LOW TEMPERATURE PROPERTIES OF SOLIDS : Miscellaneous : Phonon, Structure etc.
- Numerical Achievement of Strong Localization of Light in Optical Waveguides with Aperiodic Grating
- Dynamic Structure Factor and Single-Length Scaling for Random Fractals
- Conductance Cusp of a Driven Mesoscopic Ring : Condensed Matter: Electronic Properties, etc.
- Kapitza Resistance between Sintered Metal Particles and ^3He-^4He Mixture : I. QUANTUM LIQUIDS AND SOLIDS : Interfaces of He
- Analysis of a New Method for Finding Eigenmodes of Very Large Lattice Systems
- Numerical Study of Electron Transport in Coherently Driven Double-Barrier Systems : Condensed Matter: Electronic Properties, etc.
- Distribution of Fluctuating Fractal Dimensions of Finite Critical Systems
- Transfer Matrix Approach to Quantum Transport in a Driven Mesoscopic Ring
- Spin-Wave Dynamics of Percolating Heisenberg Antiferromagnets
- Spectral Dimension of Percolating Heisenberg Antiferromagnets
- Localization Exponents of Waves in Percolation Systems
- Two-Dimensional Electrons in a Random Magnetic Field with a Finite Mean Value
- Direct Observation of Localized Fractons Excited on Percolating Nets
- Crossover Behavior from Vector to Scalar Fractons in the Density of States of Percolating Networks
- Transfer Matrix Approach to Photon-Assisted Quantum Transport in Quantum Point Contacts
- Transfer-Matrix Formalism for 2D Quantum Transport in Long-Range Inhomogeneous Magnetic Fields
- Photon-Assisted ac Transport through Quantum Dots
- Sideband Quenching in a Driven Double-Barrier System - Scaling Behavior for Inhomogeneous Potentials -
- Quantum-Interference Effect on AC Transport of Electrons subject to Long-Range Random Magnetic Fields
- Characteristics of Fractons: from Specific Realizatioons to Ensemble Averages
- Energy Relaxation in Damped Two-Dimensional Graded Elastic Lattices
- Quantification of Superiority of Broad-Buffer Diodes
- Testing the Order Parameter of the Anderson Transition
- Quantum-Interference Effect on AC Transport of Electrons subject to Long-Range Random Magnetic Fields
- Fluctuations of the Order Parameter in Critical Complex Networks
- Photon-Assisted ac Transport through Quantum Dots
- Sideband Quenching in a Driven Double-Barrier System —Scaling Behavior for Inhomogeneous Potentials—
- Transfer-Matrix Formalism for 2D Quantum Transport in Long-Range Inhomogeneous Magnetic Fields