Quantum Transport
Two different approaches to describe the transport properties of single molecules:
1.To study steady-state transport, a combination of density functional theory (DFT) with Greens function techniques has been developed and widely used by several groups and can now be considered the standard ab-initio technique to calculate the current-voltage (IV) characteristics of single molecules sandwiched between two "semi-infinite" metallic leads.
2.The second approach pursued in our group focuses on time-dependent phenomena. The Landauer-plus-DFT approach, by construction, inherits the main assumption of the Landauer formalism that for a system driven out of equilibrium by a dc bias, a steady current will eventually be achieved. In other words, the dynamical formation of a steady state does not follow from the formalism but rather constitutes an assumption.
- Quantum Spin hall systems
- Quantum transport in strongly correlated systems
- Quantum transport in low-dimensional systems
- Quantum Transport in Mesoscopic Systems
- Heat Transport
- Quantum Hall Transport
- Quantum Transport In Cold Atoms
- Quantum Confinement
- Quantum Tunneling
- Quantum Chaos in Quantum Transport
- Transport In Graphene
Related Conference of Quantum Transport
9th International Meeting on Fluid Dynamics & Fluid Mechanics
13th World Congress on Physical and Theoretical Chemistry
8th World Congress on Emerging Trends in Science, Engineering and Technology
9th International Conference on Astronomy, Astrophysics and Space Science
Quantum Transport Conference Speakers
Recommended Sessions
- Materials in Nuclear Energy Systems
- Nuclear Astrophysics
- Nuclear Engineering
- Nuclear Fission & Fusion
- Nuclear Medicine Physics
- Nuclear Physics
- Nuclear Radioactive decay
- Nuclear Reactor Physics
- Nuclear Reactor Physics - More efficient systems
- Quantum Chromodynamics
- Quantum Condensed Matter Physics
- Quantum Field Theories
- Quantum Information Science
- Quantum Mechanics
- Quantum Optics
- Quantum Transport
- Speakers Choice
- String Theory & Quantum Gravity
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