Renormalization of the Coulomb blockade gap due to extended tunneling in nanoscopic junctions
arXiv:1207.5348 · doi:10.1103/PhysRevB.86.045458
Abstract
In this work we discuss the combined effects of finite-range electron-electron interaction and finite-range tunneling on the transport properties of ultrasmall tunnel junctions. We show that the Coulomb blockade phenomenon is deeply influenced by the interplay between the geometry and the screening properties of the contacts. In particular if the interaction range is smaller than the size of the tunneling region a "weakly correlated" regime emerges in which the Coulomb blockade gap $\D$ is significantly reduced. In this regime $\D$ is not simply given by the conventional charging energy of the junction, since it is strongly renormalized by the energy that electrons need to tunnel over the extended contact.
7 pages, 5 figures. To appear in Phys. Rev. B
References in corpus (8)
- Dynamical Coulomb Blockade Observed in Nano-Sized Electrical Contacts
- Strong back-action of a linear circuit on a single electronic quantum channel
- Correlation induced memory effects in the transport properties of low dimensional systems
- Experimental Test of the Dynamical Coulomb Blockade Theory for Short Coherent Conductors
- Poissonian tunneling through an extended impurity in the quantum Hall effect
- One-channel conductor coupled to a quantum of resistance: exact ac conductance and finite-frequency noise
- Long tunneling contact as a probe of fractional quantum Hall neutral edge modes
- Coulomb blockade of non-local electron transport in metallic conductors