Transport through quantum dots in mesoscopic circuits
arXiv:cond-mat/0212119 · doi:10.1103/PhysRevLett.90.216801
Abstract
We study the transport through a quantum dot, in the Kondo Coulomb blockade valley, embedded in a mesoscopic device with finite wires. The quantization of states in the circuit that hosts the quantum dot gives rise to finite size effects. These effects make the conductance sensitive to the ratio of the Kondo screening length to the wires length and provide a way of measuring the Kondo cloud. We present results obtained with the numerical renormalization group for a wide range of physically accessible parameters.
4 pages, 5 figures
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- Many-Body Physics and Quantum Chaos
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- Spectroscopy of the Kondo Problem in a Box
- Flux-dependent Kondo temperature in an Aharonov-Bohm interferometer with an in-line quantum dot
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- Transport through side-coupled double quantum dots: from weak to strong interdot coupling
- Universal spatial correlations in the anisotropic Kondo screening cloud: analytical insights and numerically exact results from a coherent state expansion
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- Transport Spectroscopy of a Kondo quantum dot coupled to a finite size grain
- Detecting Kondo Entanglement by Electron Conductance
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- Topology induced Kondo effect in hydrogenated Pt nanocontacts
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- Simulating realistic screening clouds around quantum impurities: role of spatial anisotropy and disorder
- Fermi Liquid Theory for the Persistent Current Past a Side-Coupled Quantum Dot
- Mesoscopic features in the transport properties of a Kondo-correlated quantum dot in a magnetic field
- Conductance of a quantum dot in the Kondo regime connected to dirty wires
- Conductance of closed and open long Aharonov-Bohm-Kondo rings
- Quasiparticle mass enhancement as a measure of entanglement in the Kondo problem
- The strong-coupling limit of a Kondo spin coupled to a mesoscopic quantum dot: effective Hamiltonian in the presence of exchange correlations
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- Spectroscopic analysis of finite size effects around a Kondo quantum dot