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A. J. Rimberg

Researcher at Dartmouth College

Publications -  62
Citations -  2715

A. J. Rimberg is an academic researcher from Dartmouth College. The author has contributed to research in topics: Coulomb blockade & Transistor. The author has an hindex of 20, co-authored 60 publications receiving 2598 citations. Previous affiliations of A. J. Rimberg include University of California, Berkeley & University of California, Santa Barbara.

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Controlled deposition of individual single-walled carbon nanotubes on chemically functionalized templates

TL;DR: In this paper, a method for placing individual carbon nanotubes at specific locations and orientations in such a way that the carbon wires contact metal electrodes has been proposed, which is potentially very important for fabrication of simple electrical circuits with carbon wires.
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Conductance fluctuations and chaotic scattering in ballistic microstructures.

TL;DR: Detailed measurements of the low-temperature magnetoconductance in ballistic microstructures in the shape of a «chaotic» stadium and a circle with quantum-point-contact leads show large, aperiodic, conductance fluctuations as a function of perpendicular magnetic field.
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Real-time detection of electron tunnelling in a quantum dot

TL;DR: This work uses electron counting to measure directly the quantum dot's tunnelling rate and the occupational probabilities of its charge state and provides evidence in favour of long (10 µs or more) inelastic scattering times in nearly isolated dots.
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Spin blockade and lifetime-enhanced transport in a few-electron Si/SiGe double quantum dot

TL;DR: The observation of spin blockade and lifetime-enhanced transport effects in Si/SiGe double quantum dots represents a promising step in the development of silicon-based quantum devices.
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Analogue Hawking radiation in a dc-SQUID array transmission line.

TL;DR: A superconducting transmission line formed from an array of direct-currentsuperconducting quantum interference devices for investigating analogue Hawking radiation by biasing the array with a space-time varying flux leads to an effective metric with a horizon.