Irreversible Dynamics of Nonequilibrium System of Cavity Optomechanical Coupled Oscillators

Ningning Deng; Cheng Yang; Jiteng Sheng; Haibin Wu

doi:10.3788/LOP241042

Laser & Optoelectronics Progress, Volume. 62, Issue 1, 0127001(2025)

Irreversible Dynamics of Nonequilibrium System of Cavity Optomechanical Coupled Oscillators

Ningning Deng^*, Cheng Yang, Jiteng Sheng, and Haibin Wu

State Key Laboratory of Precision Spectroscopy, Institute of Quantum Science and Precision Measurement, East China Normal University, Shanghai 200241, China

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References(39)

[1] Aspelmeyer M, Kippenberg T J, Marquardt F. Cavity optomechanics[J]. Reviews of Modern Physics, 86, 1391-1452(2014).

[2] Barzanjeh S, Xuereb A, Gröblacher S et al. Optomechanics for quantum technologies[J]. Nature Physics, 18, 15-24(2022).

[3] Peterson R W, Purdy T P, Kampel N S et al. Laser cooling of a micromechanical membrane to the quantum backaction limit[J]. Physical Review Letters, 116, 063601(2016).

[4] Rossi M, Mason D, Chen J X et al. Measurement-based quantum control of mechanical motion[J]. Nature, 563, 53-58(2018).

[5] Magrini L, Rosenzweig P, Bach C et al. Real-time optimal quantum control of mechanical motion at room temperature[J]. Nature, 595, 373-377(2021).

[6] Liao Q H, Qiu H Y, Cheng S P et al. Intracavity-squeezed cooling in double-Laguerre-Gaussian-cavity optomechanical system[J]. Acta Optica Sinica, 44, 0327001(2024).

[7] Kotler S, Peterson G A, Shojaee E et al. Direct observation of deterministic macroscopic entanglement[J]. Science, 372, 622-625(2021).

[8] de Lépinay L M, Ockeloen-Korppi C F, Woolley M J et al. Quantum mechanics-free subsystem with mechanical oscillators[J]. Science, 372, 625-629(2021).

[9] Huang G H, Beccari A, Engelsen N J et al. Room-temperature quantum optomechanics using an ultralow noise cavity[J]. Nature, 626, 512-516(2024).

[10] Engelsen N J, Beccari A, Kippenberg T J. Ultrahigh-quality-factor micro- and nanomechanical resonators using dissipation dilution[J]. Nature Nanotechnology, 19, 725-737(2024).

[11] Purdy T P, Peterson R W, Regal C A. Observation of radiation pressure shot noise on a macroscopic object[J]. Science, 339, 801-804(2013).

[12] Xia Y, Agrawal A R, Pluchar C M et al. Entanglement-enhanced optomechanical sensing[J]. Nature Photonics, 17, 470-477(2023).

[13] Wei X R, Sheng J T, Yang C et al. Controllable two-membrane-in-the-middle cavity optomechanical system[J]. Physical Review A, 99, 023851(2019).

[14] Sheng J T, Yang C, Wu H B. Nonequilibrium thermodynamics in cavity optomechanics[J]. Fundamental Research, 3, 75-86(2023).

[15] Gonzalez-Ballestero C, Aspelmeyer M, Novotny L et al. Levitodynamics: levitation and control of microscopic objects in vacuum[J]. Science, 374, eabg3027(2021).

[16] Xu H, Jiang L Y, Clerk A A et al. Nonreciprocal control and cooling of phonon modes in an optomechanical system[J]. Nature, 568, 65-69(2019).

[17] Yang C, Wei X R, Sheng J T et al. Phonon heat transport in cavity-mediated optomechanical nanoresonators[J]. Nature Communications, 11, 4656(2020).

[18] Sheng J T, Yang C, Wu H B. Realization of a coupled-mode heat engine with cavity-mediated nanoresonators[J]. Science Advances, 7, eabl7740(2021).

[19] Seif A, DeGottardi W, Esfarjani K et al. Thermal management and non-reciprocal control of phonon flow via optomechanics[J]. Nature Communications, 9, 1207(2018).

[20] Ren H J, Shah T, Pfeifer H et al. Topological phonon transport in an optomechanical system[J]. Nature Communications, 13, 3476(2022).

[21] del Pino J, Slim J J, Verhagen E. Non-Hermitian chiral phononics through optomechanically induced squeezing[J]. Nature, 606, 82-87(2022).

[22] Shi Y Z, Lai C X, Yi W C et al. Recent progress in optical lateral forces (invited)[J]. Acta Optica Sinica, 44, 0700001(2024).

[23] Landi G T, Paternostro M. Irreversible entropy production: from classical to quantum[J]. Reviews of Modern Physics, 93, 035008(2021).

[24] Wieben F, Block D. Entropy measurement in strongly coupled complex plasmas[J]. Physical Review Letters, 123, 225001(2019).

[25] Child T, Sheekey O, Lüscher S et al. Entropy measurement of a strongly coupled quantum dot[J]. Physical Review Letters, 129, 227702(2022).

[26] Ueda M. Quantum equilibration, thermalization and prethermalization in ultracold atoms[J]. Nature Reviews Physics, 2, 669-681(2020).

[27] Brunelli M, Fusco L, Landig R et al. Experimental determination of irreversible entropy production in out-of-equilibrium mesoscopic quantum systems[J]. Physical Review Letters, 121, 160604(2018).

[28] Seifert U. Stochastic thermodynamics, fluctuation theorems and molecular machines[J]. Reports on Progress in Physics, 75, 126001(2012).

[29] Hoang T M, Pan R, Ahn J et al. Experimental test of the differential fluctuation theorem and a generalized jarzynski equality for arbitrary initial states[J]. Physical Review Letters, 120, 080602(2018).

[30] Horowitz J M, Gingrich T R. Thermodynamic uncertainty relations constrain non-equilibrium fluctuations[J]. Nature Physics, 16, 15-20(2020).

[31] Falasco G, Esposito M. Dissipation-time uncertainty relation[J]. Physical Review Letters, 125, 120604(2020).

[32] Li N B, Ren J, Wang L et al. Colloquium: phononics: manipulating heat flow with electronic analogs and beyond[J]. Reviews of Modern Physics, 84, 1045-1066(2012).

[33] Lai D G, Liao J Q, Miranowicz A et al. Noise-tolerant optomechanical entanglement via synthetic magnetism[J]. Physical Review Letters, 129, 063602(2022).

[34] Huang J, Lai D G, Liu C et al. Multimode optomechanical cooling via general dark-mode control[J]. Physical Review A, 106, 013526(2022).

[35] Liu Y H, Chen H J. Inverse electromagnetically induced transparency in multimode cavity optomechanical systems[J]. Acta Optica Sinica, 43, 2226001(2023).

[36] Santos J P, Landi G T, Paternostro M. Wigner entropy production rate[J]. Physical Review Letters, 118, 220601(2017).

[37] Dong C H, Fiore V, Kuzyk M C et al. Optomechanical dark mode[J]. Science, 338, 1609-1613(2012).

[38] DeJesus E X, Kaufman C. Routh-Hurwitz criterion in the examination of eigenvalues of a system of nonlinear ordinary differential equations[J]. Physical Review A, 35, 5288-5290(1987).

[39] Xuereb A, Genes C, Pupillo G et al. Reconfigurable long-range phonon dynamics in optomechanical arrays[J]. Physical Review Letters, 112, 133604(2014).

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Ningning Deng, Cheng Yang, Jiteng Sheng, Haibin Wu. Irreversible Dynamics of Nonequilibrium System of Cavity Optomechanical Coupled Oscillators[J]. Laser & Optoelectronics Progress, 2025, 62(1): 0127001

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Paper Information

Category: Quantum Optics

Received: Apr. 7, 2024

Accepted: May. 14, 2024

Published Online: Jan. 6, 2025

The Author Email:

DOI:10.3788/LOP241042

CSTR:32186.14.LOP241042

Topics

laser devices and laser physics

Lasers and Laser Optics

Laser physics

laser manufacturing

Instrumentation, Measurement and Metrology