Бозе -Эйнштейн Конденсация поляритонов

Bose–Einstein condensation of polaritons is a growing field in semiconductor optics research, which exhibits spontaneous coherence similar to a laser , but through a different mechanism. Непрерывный переход от поляритонной конденсации к точке может быть сделан аналогично перекрестке от конденсата Бозе -Эйнштейна к состоянию BCS в контексте газов Ферми. Конденсация поляритона иногда называют «точками без инверсии».

Обзор

Поляритоны - это бозонные квазичастицы , которые можно рассматривать как одетые фотоны . В оптической полости фотоны имеют эффективную массу, и когда оптический резонанс в полости приближается к энергии к электронному резонансу (обычно экситон ) в среде внутри полости, фотоны сильно взаимодействуют и отталкивают друг друга Полем Поэтому они действуют как атомы, которые могут приближаться к равновесию из-за их столкновений друг с другом, и могут подвергаться конденсации Бозе-Эйнштейна (BEC) при высокой плотности или низкой температуре. Бозе конденсат поляритонов излучает когерентный свет, как лазер. Поскольку механизм возникновения когерентности - это взаимодействие между поляритонами, а не оптическое усиление, которое исходит от инверсии , пороговая плотность может быть довольно низкой.

История

The theory of polariton BEC was first proposed by Atac Imamoglu and coauthors including Yoshihisa Yamamoto. These authors claimed observation of this effect in a subsequent paper, but this was eventually shown to be standard lasing. In later work in collaboration with the research group of Jacqueline Bloch, the structure was redesigned to include several quantum wells inside the cavity to prevent saturation of the exciton resonance, and in 2002 evidence for nonequilibrium condensation was reported which included photon-photon correlations consistent with spontaneous coherence. Later experimental groups have used essentially the same design. In 2006, the group of Benoit Deveaud and coauthors reported the first widely accepted claim of nonequilibrium Bose–Einstein condensation of polaritons based on measurement of the momentum distribution of the polaritons. Although the system was not in equilibrium, a clear peak in the ground state of the system was seen, a canonical prediction of BEC. Both of these experiments created a polariton gas in an uncontrolled free expansion. In 2007, the experimental group of David Snoke demonstrated nonequilibrium Bose–Einstein condensation of polaritons in a trap, similar to the way atoms are confined in traps for Bose–Einstein condensation experiments. The observation of polariton condensation in a trap was significant because the polaritons were displaced from the laser excitation spot, so that the effect could not be attributed to a simple nonlinear effect of the laser light. Jaqueline Bloch and coworkers observed polariton condensation in 2009, after which many other experimentalists reproduced the effect (for reviews see the bibliography). Evidence for polariton superfluidity was reported in by Alberto Amo and coworkers, based on the suppressed scattering of the polaritons during their motion. This effect has been seen more recently at room temperature, which is the first evidence of room temperature superfluidity, albeit in a highly nonequilibrium system.

Equilibrium polariton condensation

The first clear demonstration of Bose–Einstein condensation of polaritons in equilibrium was reported by a collaboration of David Snoke, Keith Nelson, and coworkers, using high quality structures fabricated by Loren Pfeiffer and Ken West at Princeton. Prior to this result, polariton condensates were always observed out of equilibrium. All of the above studies used optical pumping to create the condensate. Electrical injection, which enables a polariton laser which could be a practical device, was shown in 2013 by two groups.

Nonequilibrium condensation

Polariton condensates are an example, and the most well studied example, of Bose-Einstein condensation of quasiparticles. Because most of the experimental work on polariton condensates used structures with very short polariton lifetime, a large body of theory has addressed the properties of nonequilibrium condensation and superfluidity. In particular, Jonathan Keeling and Iacopo Carusotto and C. Ciuti have shown that although a condensate with dissipation is not a “true” superfluid, it still has a critical velocity for onset of superfluid effects.

See also

• Bose-Einstein condensation of quasiparticles

Further reading

• Universal Themes of Bose-Einstein Condensation, published by Cambridge University Press (2017). ISBN 978-1107085695, ISBN 1107085691
• John Robert Schrieffer, Theory of Superconductivity, (1964), ISBN 0-7382-0120-0
• Bose–Einstein Condensation, published by Cambridge University Press (1996). ISBN 978-0-521-58990-1; ISBN 0-521-58990-8