An open problem of many-body physics, related to isolated quantum systems, is reviewed for a Bose-Einstein condensate.
Results for "quantum"
Electroluminescence through Parellel Quantum Dots
Electroluminescence caused by the transport of interacting electrons through parallel quantum dots in a photon cavity is presented.
Electron Mobility in Square-Parabolic Double Quantum Well HEMT Structure
Exchange-correlation holes are commonly studied with the help of pair distribution functions. However, it would be instructive to identify configurations of arguments, λ, which correspond to maxima of system’s probability distributions.
High-Performance Carbon Quantum Dots for Warm WLEDs
Highly efficient, red-emissive carbon quantum dots (R-CQDs) with a quantum yield of 53% are prepared and a CQD-phosphors-based warm white-light-emitting diode (WLED) is realized for the first time.
Improving Avalanche Photodiodes – Quantum Dots do the Trick
An avalanche photodiode design with a quantum dot multiplication structure attains a high maximum gain factor and a superior gain noise performance.
Localization and Chaos in a Quantum Spin Glass Model
Many-body localized systems are central to the functioning of modern quantum computing devices. Yet, many-body localization is not completely understood.
Novel Advances in the Quantum Gravity Theory
Scientists have shown that the Landau Lifshitz gravitational energy momentum pseudo-tensor can be generalized to metric theories of gravity, where the terms of any order in the derivatives of the metric are present.
Classical and Quantum Systems: Transport Due to Rare Events
Possible mechanisms for energy transfer based on ‘rare’ or ‘non-perturbative’ effects, in physical systems that present a many-body localized phenomenology are reviewed.
One-Pot Solvothermal Synthesis of Graphene Oxide Quantum Dots
A facile one-pot solvothermal method that allows selective synthesis of pure graphene oxide (GO) and pure GO quantum dots.
Back to the Future – with Max Planck and Quantum Physics
A historic article by Max Planck, first published (in print) in 1901 has reached the top 5% of scores in Altmetrics.
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