Cited by 157Strong Light-Matter InteractionsSemiconductor Quantum Structures and DevicesQuantum Mechanics and Non-Hermitian Physics

Exciton-polaritons in lattices: A non-linear photonic simulator

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Amo, Alberto, Bloch, Jacqueline·2016·Comptes Rendus. Physique

Abstract

Microcavity polaritons are mixed light–matter quasiparticles with extraordinary nonlinear properties, which can be easily accessed in photoluminescence experiments. Thanks to the possibility of designing the potential landscape of polaritons, this system provides a versatile photonic platform to emulate 1D and 2D Hamiltonians. Polaritons allow transposing to the photonic world some of the properties of electrons in solid-state systems, and to engineer Hamiltonians for photons with novel transport properties. Here we review some experimental implementations of polariton Hamiltonians using lattice geometries.

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Crossref · 10.1016/j.crhy.2016.08.007

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  • In spatially periodic lattice geometries, condensation into an excited state at the top of a photonic band is favoured by the interplay of a positive interaction energy and a negative effective mass, which result in effectively attractive interactions.

    “Here, condensation into an excited state at the top of a photonic band is favoured by the interplay of a positive interaction energy and a negative effective mass which result in effectively attractive interactions.”

    From How to exploit driving and dissipation to stabilize and manipulate quantum many-body states (2025) · cites this paper as [111]

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  1. [1][1] M.A. Broome; A. Fedrizzi; S. Rahimi-Keshari; J. Dove; S. Aaronson; T.C. Ralph; A.G. White Photonic boson sampling in a tunable circuit, Science, Volume 339 (2013), pp. 794-798
  2. [2][2] J.B. Spring; B.J. Metcalf; P.C. Humphreys; W.S. Kolthammer; X.-M. Jin; M. Barbieri; A. Datta; N. Thomas-Peter; N.K. Langford; D. Kundys; J.C. Gates; B.J. Smith; P.G.R. Smith; I.A. Walmsley Boson sampling on a photonic chip, Science, Volume 339 (2013) no. 80, pp. 798-801
  3. [3][3] M. Tillmann; B. Dakić; R. Heilmann; S. Nolte; A. Szameit; P. Walther Experimental boson sampling, Nat. Photonics, Volume 7 (2013), pp. 540-544
  4. [6][6] M. Hafezi; E.A. Demler; M.D. Lukin; J.M. Taylor Robust optical delay lines with topological protection, Nat. Phys., Volume 7 (2011), pp. 907-912
  5. [7][7] M. Hafezi; S. Mittal; J. Fan; A. Migdall; J.M. Taylor Imaging topological edge states in silicon photonics, Nat. Photonics, Volume 7 (2013), pp. 1001-1005
  6. [9][9] Z. Wang; Y. Chong; J.D. Joannopoulos; M. Soljacic Observation of unidirectional backscattering-immune topological electromagnetic states, Nature, Volume 461 (2009), pp. 772-775
  7. [15][15] S. Mittal; S. Ganeshan; J. Fan; A. Vaezi; M. Hafezi Measurement of topological invariants in a 2D photonic system, Nat. Photonics, Volume 10 (2016), pp. 180-183
  8. [19][19] A. Marandi; Z. Wang; K. Takata; R.L. Byer; Y. Yamamoto Network of time-multiplexed optical parametric oscillators as a coherent Ising machine, Nat. Photonics, Volume 8 (2014), pp. 937-942
  9. [21][21] D.N. Christodoulides; F. Lederer; Y. Silberberg Discretizing light behaviour in linear and nonlinear waveguide lattices, Nature, Volume 424 (2003), pp. 817-823
  10. [26][26] L. Levi; M. Rechtsman; B. Freedman; T. Schwartz; O. Manela; M. Segev Disorder-enhanced transport in photonic quasicrystals, Science, Volume 332 (2011), pp. 1541-1544
  11. [30][30] J.W. Fleischer; M. Segev; N.K. Efremidis; D.N. Christodoulides Observation of two-dimensional discrete solitons in optically induced nonlinear photonic lattices, Nature, Volume 422 (2003), pp. 147-150
  12. [33][33] I. Carusotto; C. Ciuti Quantum fluids of light, Rev. Mod. Phys., Volume 85 (2013), pp. 299-366
  13. [34][34] M. Saba; C. Ciuti; J. Bloch; V. Thierry-Mieg; R. Andre Le Si Dang; S. Kundermann; A. Mura; G. Bongiovanni; J.L. Staehli; B. Deveaud High-temperature ultrafast polariton parametric amplification in semiconductor microcavities, Nature, Volume 414 (2001), pp. 731-735
  14. [35][35] P.G. Savvidis; J.J. Baumberg; R.M. Stevenson; M.S. Skolnick; D.M. Whittaker; J.S. Roberts Angle-resonant stimulated polariton amplifier, Phys. Rev. Lett., Volume 84 (2000), p. 1547
  15. [37][37] T. Boulier; M. Bamba; A. Amo; C. Adrados; A. Lemaitre; E. Galopin; I. Sagnes; J. Bloch; C. Ciuti; E. Giacobino; A. Bramati Polariton-generated intensity squeezing in semiconductor micropillars, Nat. Commun., Volume 5 (2014), p. 3260
  16. [39][39] T.K. Paraïso; M. Wouters; Y. Leger; F. Mourier-Genoud; B. Deveaud-Pledran Multistability of a coherent spin ensemble in a semiconductor microcavity, Nat. Mater., Volume 10 (2011), p. 80
  17. [40][40] S.R.K. Rodriguez; A. Amo; I. Sagnes; L. Le Gratiet; E. Galopin; A. Lemaître; J. Bloch Interaction-induced hopping phase in driven-dissipative coupled photonic microcavities, Nat. Commun., Volume 7 (2016), p. 11887
  18. [42][42] G. Nardin; G. Grosso; Y. Léger; B. Pietka; F. Morier-Genoud; B. Deveaud-Pledran Hydrodynamic nucleation of quantized vortex pairs in a polariton quantum fluid, Nat. Phys., Volume 7 (2011), pp. 635-641
  19. [43][43] D. Sanvitto; S. Pigeon; A. Amo; D. Ballarini; M. De Giorgi; I. Carusotto; R. Hivet; F. Pisanello; V.G. Sala; P.S.S. Guimaraes; R. Houdré; E. Giacobino; C. Ciuti; A. Bramati; G. Gigli All-optical control of the quantum flow of a polariton condensate, Nat. Photonics, Volume 5 (2011), pp. 610-614
  20. [44][44] A. Amo; S. Pigeon; D. Sanvitto; V.G. Sala; R. Hivet; I. Carusotto; F. Pisanello; G. Leménager; R. Houdré; E. Giacobino; C. Ciuti; A. Bramati Polariton superfluids reveal quantum hydrodynamic solitons, Science, Volume 332 (2011), pp. 1167-1170
  21. [46][46] M. Sich; D.N. Krizhanovskii; M.S. Skolnick; A.V. Gorbach; R. Hartley; D.V. Skryabin; E.A. Cerda-Mendez; K. Biermann; R. Hey; P.V. Santos Observation of bright polariton solitons in a semiconductor microcavity, Nat. Photonics, Volume 6 (2012), pp. 50-55
  22. [47][47] J. Kasprzak; M. Richard; S. Kundermann; A. Baas; P. Jeambrun; J.M.J. Keeling; F.M. Marchetti; M.H. Szymanska; R. Andre; J.L. Staehli; V. Savona; P.B. Littlewood; B. Deveaud; L.S. Dang Bose–Einstein condensation of exciton polaritons, Nature, Volume 443 (2006), pp. 409-414
  23. [48][48] G. Christmann; R. Butte; E. Feltin; J.F. Carlin; N. Grandjean Room temperature polariton lasing in a GaN/AlGaN multiple quantum well microcavity, Appl. Phys. Lett., Volume 93 (2008), p. 51102
  24. [51][51] E. Wertz; L. Ferrier; D.D. Solnyshkov; R. Johne; D. Sanvitto; A. Lemaitre; I. Sagnes; R. Grousson; A.V. Kavokin; P. Senellart; G. Malpuech; J. Bloch Spontaneous formation and optical manipulation of extended polariton condensates, Nat. Phys., Volume 6 (2010), pp. 860-864
  25. [55][55] G. Tosi; G. Christmann; N.G. Berloff; P. Tsotsis; T. Gao; Z. Hatzopoulos; P.G. Savvidis; J.J. Baumberg Sculpting oscillators with light within a nonlinear quantum fluid, Nat. Phys., Volume 8 (2012), pp. 190-194
  26. [58][58] R. Balili; V. Hartwell; D. Snoke; L. Pfeiffer; K. West Bose–Einstein condensation of microcavity polaritons in a trap, Science, Volume 316 (2007) no. 80, pp. 1007-1010
  27. [60][60] S. Dufferwiel; F. Fras; A. Trichet; P.M. Walker; F. Li; L. Giriunas; M.N. Makhonin; L.R. Wilson; J.M. Smith; E. Clarke; M.S. Skolnick; D.N. Krizhanovskii Strong exciton–photon coupling in open semiconductor microcavities, Appl. Phys. Lett., Volume 104 (2014), p. 192107
  28. [63][63] C.W. Lai; N.Y. Kim; S. Utsunomiya; G. Roumpos; H. Deng; M.D. Fraser; T. Byrnes; P. Recher; N. Kumada; T. Fujisawa; Y. Yamamoto Coherent zero-state and π-state in an exciton-polariton condensate array, Nature, Volume 450 (2007), p. 529
  29. [66][66] M. Bayer; T. Gutbrod; J.P. Reithmaier; A. Forchel; T.L. Reinecke; P.A. Knipp; A.A. Dremin; V.D. Kulakovskii Optical modes in photonic molecules, Phys. Rev. Lett., Volume 81 (1998), pp. 2582-2585
  30. [69][69] C. Sturm; D. Tanese; H.S. Nguyen; H. Flayac; E. Galopin; A. Lemaître; I. Sagnes; D. Solnyshkov; A. Amo; G. Malpuech; J. Bloch All-optical phase modulation in a cavity-polariton Mach–Zehnder interferometer, Nat. Commun., Volume 5 (2014), p. 3278
  31. [71][71] F. Marsault; H.S. Nguyen; D. Tanese; A. Lemaître; É. Galopin; I. Sagnes; A. Amo; J. Bloch Realization of an all optical exciton-polariton router, Appl. Phys. Lett., Volume 107 (2015), p. 201115
  32. [73][73] M. Bayer; T. Gutbrod; A. Forchel; T.L. Reinecke; P.A. Knipp; R. Werner; J.P. Reithmaier Optical demonstration of a crystal band structure formation, Phys. Rev. Lett., Volume 83 (1999), pp. 5374-5377
  33. [77][77] S. Levy; E. Lahoud; I. Shomroni; J. Steinhauer The a.c. and d.c. Josephson effects in a Bose–Einstein condensate, Nature, Volume 449 (2007), pp. 579-583
  34. [78][78] S. Raghavan; A. Smerzi; S. Fantoni; S.R. Shenoy Coherent oscillations between two weakly coupled Bose–Einstein condensates: Josephson effects, π oscillations, and macroscopic quantum self-trapping, Phys. Rev. A, Volume 59 (1999), pp. 620-633
  35. [79][79] M. Abbarchi; A. Amo; V.G. Sala; D.D. Solnyshkov; H. Flayac; L. Ferrier; I. Sagnes; E. Galopin; A. Lemaitre; G. Malpuech; J. Bloch Macroscopic quantum self-trapping and Josephson oscillations of exciton polaritons, Nat. Phys., Volume 9 (2013), pp. 275-279
  36. [83][83] V.E. Lobanov; Y.V. Kartashov; V.A. Vysloukh; L. Torner Stable radially symmetric and azimuthally modulated vortex solitons supported by localized gain, Opt. Lett., Volume 36 (2011), pp. 85-87
  37. [92][92] L. Ge; A. Nersisyan; B. Oztop; H.E. Tureci Pattern formation and strong nonlinear interactions in exciton-polariton condensates, 2013 | arXiv
  38. [95][95] N.Y. Kim; K. Kusudo; C. Wu; N. Masumoto; A. Loffler; S. Hofling; N. Kumada; L. Worschech; A. Forchel; Y. Yamamoto Dynamical d-wave condensation of exciton-polaritons in a two-dimensional square-lattice potential, Nat. Phys., Volume 7 (2011), pp. 681-686
  39. [101][101] A.H. Castro Neto; F. Guinea; N.M.R. Peres; K.S. Novoselov; A.K. Geim The electronic properties of graphene, Rev. Mod. Phys., Volume 81 (2009), pp. 109-162
  40. [103][103] P. Allain; J.N. Fuchs Klein tunneling in graphene: optics with massless electrons, EPJ B, Volume 83 (2011), pp. 301-317
  41. [108][108] L. Tarruell; D. Greif; T. Uehlinger; G. Jotzu; T. Esslinger Creating, moving and merging Dirac points with a Fermi gas in a tunable honeycomb lattice, Nature, Volume 483 (2012), pp. 302-305
  42. [114][114] M.J. Hartmann; F.G.S.L. Brandao; M.B. Plenio Strongly interacting polaritons in coupled arrays of cavities, Nat. Phys., Volume 2 (2006), pp. 849-855
  43. [116][116] S. Smolka; W. Wuester; F. Haupt; S. Faelt; W. Wegscheider; A. Imamoglu Cavity quantum electrodynamics with many-body states of a two-dimensional electron gas, Science, Volume 346 (2014), pp. 332-335

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Authors
Amo, A., & Bloch, J.
Affiliations
Université Paris-Sud (FR)
Corresponding author
Amo, Alberto
Venue
Comptes Rendus. Physique
Published
2016-08-25
Volume
17
Issue
8
Pages
934-945
ISSN
  • 1631-0705 (ISSN-L)
  • 1878-1535
OpenAlex
W2515132195
Cited by
157
References
15
Citations by year
2026: 6 · 2025: 16 · 2024: 19 · 2023: 14 · 2022: 14 · 2021: 20 · 2020: 22 · 2019: 10 · 2018: 9 · 2017: 27
FWCI
7.25
Type
journal article
Language
en
Open access
Locations
  • Comptes Rendus Physique (publishedVersion, cc-by-nc-nd)
  • Physical Reports (submittedVersion)
Funders
  • LABEX Nanosaclay (ANR-11-IDEX-0003-02)
  • ANR (ANR-11-BS10-001)
  • French RENATECH
  • ERC
  • EU-FET Proactiv (640800)
Topics
  • Physical Sciences › Physics and Astronomy › Atomic and Molecular Physics, and Optics › Strong Light-Matter Interactions
  • Physical Sciences › Physics and Astronomy › Atomic and Molecular Physics, and Optics › Semiconductor Quantum Structures and Devices
  • Physical Sciences › Physics and Astronomy › Atomic and Molecular Physics, and Optics › Quantum Mechanics and Non-Hermitian Physics
Keywords
exciton-polaritons, microcavity polaritons, photonic lattices, photonic crystals

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