1. Resonant Excitation and Purcell Enhancement of Coherent Nitrogen-Vacancy Centers Coupled to a Fabry-P\'{e}rot Micro-Cavity
- Author
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Ronald Hanson, Maximilian Ruf, S. B. van Dam, and Matthew Weaver
- Subjects
Physics ,Quantum network ,Quantum Physics ,Condensed Matter - Mesoscale and Nanoscale Physics ,business.industry ,General Physics and Astronomy ,Physics::Optics ,02 engineering and technology ,Quantum entanglement ,Purcell effect ,021001 nanoscience & nanotechnology ,01 natural sciences ,Orders of magnitude (time) ,Solid immersion lens ,0103 physical sciences ,Optoelectronics ,010306 general physics ,0210 nano-technology ,business ,Quantum ,Fabry–Pérot interferometer ,Coherence (physics) - Abstract
The nitrogen-vacancy (N-V) center in diamond has been established as a prime building block for quantum networks. However, scaling beyond a few network nodes is currently limited by low spin-photon entanglement rates, resulting from the N-V center's low probability of coherent photon emission and collection. Integration into a cavity can boost both values via the Purcell effect, but poor optical coherence of near-surface N-V centers has so far prevented their resonant optical control, as would be required for entanglement generation. Here, we overcome this challenge, and demonstrate resonant addressing of individual, fiber-cavity-coupled N-V centers, and collection of their Purcell-enhanced coherent photon emission. Utilizing off-resonant and resonant addressing protocols, we extract an enhancement of the zero-phonon line emission by a factor of up to 4, consistent with a detailed theoretical model. This model predicts that the probability of coherent photon detection per optical excitation can be increased to 10% for realistic parameters - an improvement over state-of-the art solid immersion lens collection systems by 2 orders of magnitude. The resonant operation of an improved optical interface for single coherent quantum emitters in a closed-cycle cryogenic system at T∼4 K is an important result towards extensive quantum networks with long coherence.
- Published
- 2020