Cavity optomechanics

The typical model for many structures in cavity optomechanics is an optical cavity consisting of a fixed mirror and a mechanical oscillator.

Cavity optomechanics is a branch of physics which focuses on the interaction between light and mechanical objects on low-energy scales. It is a cross field of optics, quantum optics, solid-state physics and materials science. The motivation for research on cavity optomechanics comes from fundamental effects of quantum theory and gravity, as well as technological applications.[1]

The name of the field relates to the main effect of interest: the enhancement of radiation pressure interaction between light (photons) and matter using optical resonators (cavities). It first became relevant in the context of gravitational wave detection, since optomechanical effects must be taken into account in interferometric gravitational wave detectors. Furthermore, one may envision optomechanical structures to allow the realization of Schrödinger's cat. Macroscopic objects consisting of billions of atoms share collective degrees of freedom which may behave quantum mechanically (e.g. a sphere of micrometer diameter being in a spatial superposition between two different places). Such a quantum state of motion would allow researchers to experimentally investigate decoherence, which describes the transition of objects from states that are described by quantum mechanics to states that are described by Newtonian mechanics. Optomechanical structures provide new methods to test the predictions of quantum mechanics and decoherence models and thereby might allow to answer some of the most fundamental questions in modern physics.[2][3][4]

There is a broad range of experimental optomechanical systems which are almost equivalent in their description, but completely different in size, mass, and frequency. Cavity optomechanics was featured as the most recent "milestone of photon history" in nature photonics along well established concepts and technology like quantum information, Bell inequalities and the laser.[5]

  1. ^ Aspelmeyer, Markus; Kippenberg, Tobias J.; Marquardt, Florian, eds. (2014). Cavity Optomechanics. doi:10.1007/978-3-642-55312-7. ISBN 978-3-642-55311-0.
  2. ^ Bose, S.; Jacobs, K.; Knight, P. L. (1997-11-01). "Preparation of nonclassical states in cavities with a moving mirror". Physical Review A. 56 (5): 4175–4186. arXiv:quant-ph/9708002. Bibcode:1997PhRvA..56.4175B. doi:10.1103/PhysRevA.56.4175. hdl:10044/1/312. S2CID 6572957.
  3. ^ Marshall, William; Simon, Christoph; Penrose, Roger; Bouwmeester, Dik (2003-09-23). "Towards Quantum Superpositions of a Mirror". Physical Review Letters. 91 (13): 130401. arXiv:quant-ph/0210001. Bibcode:2003PhRvL..91m0401M. doi:10.1103/PhysRevLett.91.130401. PMID 14525288. S2CID 16651036.
  4. ^ Khalili, Farid Ya; Danilishin, Stefan L. (2016-01-01), Visser, Taco D. (ed.), "Chapter Three - Quantum Optomechanics", Progress in Optics, 61, Elsevier: 113–236, doi:10.1016/bs.po.2015.09.001, retrieved 2020-08-06
  5. ^ "Milestone 23 : Nature Milestones: Photons". Archived from the original on 2011-10-21. Retrieved 2011-12-26.