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Yves Pomeau

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they have shown that, going back to Onsager's idea explaining the quantification of the circulation in fundamental quantum states, it is not necessary to use the notion of electron pairs to understand this halving of the circulation quantum. He also analyzed the onset of BEC from the point of view of kinetic theory. Whereas the kinetic equation for a dilute Bose gas had been known for many years, the way it can describe what happens when the gas is cooled down to reach temperature below the temperature of transition. At this temperature the gas gets a macroscopic component in the quantum ground state, as had been predicted by Einstein long ago. Pomeau and collaborators showed that the solution of the kinetic equation becomes singular at zero energies and we did also find how the density of the condensate grows with time after the transition. They also derived the kinetic equation for the Bogoliubov excitations of Bose-Einstein condensates, where they found three collisional processes. Before the surge of interest in super-solids started by Moses Chan experiments, they had shown in an early simulation that a slightly modified NLS equation yields a fair representation of super-solids. With
213:"Yves Pomeau occupies a central and unique place in modern statistical physics. His work has had a profound influence in several areas of physics, and in particular on the mechanics of continuous media. His work, nourished by the history of scientific laws, is imaginative and profound. Yves Pomeau combines a deep understanding of physical phenomena with varied and elegant mathematical descriptions. Yves Pomeau is one of the most recognized French theorists at the interface of physics and mechanics, and his pioneering work has opened up many avenues of research and has been a continuous source of inspiration for several generations of young experimental physicists and theorists worldwide." 490:, he studied convective instability. Apart from simple situations, capillarity remains an area where fundamental questions remain. He showed that the discrepancies appearing in the hydrodynamics of the moving contact line on a solid surface could only be eliminated by taking into account the evaporation/condensation near this line. Capillary forces are almost always insignificant in solid mechanics. Nevertheless, with Serge Mora and collaborators they have shown theoretically and experimentally that soft gel filaments are subject to Rayleigh-Plateau instability, an instability never observed before for a solid. In collaboration with his former PhD student 517:
From his more recent work we must distinguish those concerning a phenomenon typically out of equilibrium, that of the emission of photons by an atom maintained in an excited state by an intense field that creates Rabi oscillations. The theory of this phenomenon requires a precise consideration of the
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The theory of superconductivity is based on the idea of the formation of pairs of electrons that become more or less bosons undergoing Bose-Einstein condensation. This pair formation would explain the halving of the flux quantum in a superconducting loop. Together with Len Pismen and Sergio Rica
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depending on the conditions of the system, and the causes of the motion can be the variation of a free energy, where the most energetically favorable state invades the less favorable one. The consequence is that this transition belongs to the class of directed percolation phenomena in statistical
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Frisch, U., d'Humieres, D., Hasslacher, B., Lallemand, P., Pomeau, Y., & Rivet, J. P. (1986). Lattice gas hydrodynamics in two and three dimensions (No. LA-UR-87-2524; CONF-8610281-2). Los Alamos National Lab., NM (USA); Observatoire de Nice, 06 (France); Ecole Normale Superieure, 75-Paris
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Berge P., Pomeau Y. and Vidal C., Order within chaos: towards a deterministic approach to turbulence, Wiley-VCH, 1987 translated from the French edition: Ordre dans le chaos, Hermann, Paris 1984. The book was later translated to Russian, Chinese (Mandarin), Portuguese and
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In his thesis he showed that in a dense fluid the interactions are different from what they are at equilibrium and propagate through hydrodynamic modes, which leads to the divergence of transport coefficients in 2 spatial dimensions.
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Audoly, B., Berestycki, H., & Pomeau, Y. (2000). Réaction diffusion en écoulement stationnaire rapide. Comptes Rendus de l'Académie des Sciences-Series IIB-Mechanics-Physics-Astronomy, 328(3), 255–262.
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depends on the connections of their nodes. A Boolean network can exhibit stable, critical or chaotic behavior. This phenomenon is governed by a critical value of the average number of connections of nodes
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This aroused his interest in fluid mechanics, and in the transition to turbulence. Together with Paul Manneville they discovered a new mode of transition to turbulence, the transition by temporal
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Hardy, J., De Pazzis, O., and Pomeau, Y. « Molecular dynamics of a classical lattice gas: Transport properties and time correlation functions.» Physical review A 13.5 (1976): 1949.
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they showed that the good theory was that of a Kolmogorov equation based on the existence of a small parameter, the ratio of the photon emission rate to the atomic frequency itself.
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Tran M.-B., Pomeau Y. Boltzmann-type collision operators for Bogoliubov excitations of Bose-Einstein condensates: A unified framework. Physical Review E 101 (3), 032119 (2020)
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Yves Pomeau did his state thesis in plasma physics, almost without any adviser, at the University of Orsay-France in 1970. After his thesis, he spent a year as a postdoc with
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Reflecting on the situation of the transition to turbulence in parallel flows, he showed that turbulence is caused by a contagion mechanism, and not by local instability.
285:, they found a very simplified microscopic fluid model (FHP model) which allows simulating very efficiently the complex movements of a real fluid. He was a pioneer of 477: 909: 334: 1048:
Josserand C., Pomeau Y., and Rica S., Self-similar singularities in the kinetics of condensation. Journal of Low Temperature Physics, 2006. 145(1–4): p. 231-265.
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Hardy, J., Pomeau, Y., and De Pazzis, O. «Time evolution of a two-dimensional classical lattice system.» Physical Review Letters 31.5 (1973): 276.
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Pomeau, Y.; Manneville, P. (1980). "Intermittent Transition to Turbulence in Dissipative Dynamical Systems". Commun. Math. Phys. 74 (2): 189–197
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Newell, A. C., and Y. Pomeau. "Turbulent crystals in macroscopic systems." Journal of Physics A: Mathematical and General 26.8 (1993): L429.
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statistical concepts of quantum mechanics in a theory satisfying the fundamental constraints of such a theory. With Martine Le Berre and
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In dynamical systems theory, the structure and length of the attractors of a network corresponds to the dynamic phase of the network.
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and Martine Ben Amar, Pomeau developed a theory of large deformations of elastic plates which led them to introduce the concept of "
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Dorfman, J. R., Beijeren H. v., and Kirkpatrick T. R. Contemporary kinetic theory of matter. Cambridge University Press, 2021.
596: 546: 260: 54: 1189: 499: 491: 204: 498:, he studied the speed of the propagation of a reaction front in a fast steady flow with a given structure in space. With 627:
Perronnet–Bettancourt Prize (1993) awarded by the Spanish government for collaborative research between France and Spain.
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Pomeau Y., Le Berre M. and Ginibre J., « Ultimate Statistical Physics, Fluorescence of a single atom Â»,
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He was a researcher at the CNRS from 1965 to 2006, ending his career as DR0 in the Physics Department of the
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Pomeau Y. and Rica S. Dynamics of a model of a supersolid. Physical Review Letters, 1994. 72(15): p. 2426-9
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Frisch U., Hasslacher B., and Pomeau Y., « Lattice-gas automata for the Navier–Stokes equation Â»,
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Elected corresponding member of the French Academy of sciences in 1987 (Mechanical and Computer Sciences).
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Pismen, L., Pomeau Y., and Rica S., « Core structure and oscillations of spinor vortices Â»,
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Audoly B. and Pomeau Y., Elasticity and Geometry, Oxford University Press, Oxford 2010, x + 586 pages
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Pomeau, Y., « Front motion, metastability and subcritical bifurcations in hydrodynamics Â»,
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Audoly B. and Pomeau Y., Elasticity and Geometry, Oxford University Press, Oxford 2010, x + 586 pages
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A droplet of nonwetting viscous liquid moves on an inclined plane by rolling along it. Together with
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Pomeau Y. and Tran M.-B., Statistical Physics of Non Equilibrium Quantum Phenomena, Springer, 2019
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Coullet, P.; Tresser, C. (2004). "Introduction: Pattern formation at the turn of the millennium".
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Pomeau, Yves; Louët, Sabine (2016). "Interview with Yves Pomeau, Boltzmann Medallist 2016".
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BCross, M.C. and Hohenberg, P.C., « Pattern formation outside of equilibrium. Â»,
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In papers published in 1973 and 1976, Jean Hardy, Pomeau and Olivier de Pazzis introduced
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and Yves Pomeau proved that, the critical value of the average number of connections is
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Pomeau, Y., « A divergence free kinetic equation for a dense boltzmann gas Â»,
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physics, which has also been amply confirmed by experimental and numerical studies.
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Mahadevan, L., and Pomeau, Y., «Rolling droplets Â», Physics of Fluids, 1999,
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Manneville, P. and Pomeau Y., « Intermittency and the Lorentz model Â»,
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for every node, the transition between the stable and chaotic range depends on
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Mora S. et al., « Capillarity driven instability of a soft solid Â»,
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He was Professor, with tenure, part-time at the Department of Mathematics,
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Pomeau, Y., « A new kinetic theory for a dense classical gas Â»,
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Research directors of the French National Centre for Scientific Research
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Pomeau Y., « ReprĂ©sentation de la ligne de contact mobile Â»,
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He has written 3 books, and published around 400 scientific articles.
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after the authors. Generalizing ideas from his thesis, together with
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He was visiting scientist at Schlumberger–Doll Laboratories (
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for two years (1982–1984), then a scientific expert with the
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State thesis in plasma physics, University of Orsay, 1970.
759:"Rencontre cĂ©lĂ©brant la mĂ©daille Boltzmann d'Yves Pomeau" 514:, he studied turbulent crystals in macroscopic systems. 420: 396: 342: 315: 102: 61: 38: 28: 21: 471: 402: 382: 328: 668:"Notice sur la vie et les travaux de RenĂ© Pomeau" 196:in Applied Mathematics in 1986 and in Physics at 164:(ENS) (Statistical Physics Laboratory) in 2006. 1215:Academic staff of the École Normale SupĂ©rieure 8: 18: 1205:Members of the French Academy of Sciences 437: 425: 419: 395: 347: 341: 320: 314: 659: 7: 908:Derrida, B; Pomeau, Y (1986-01-15). 289:and played a historical role in the 222:École normale supĂ©rieure, 1961–1965. 167:He was a lecturer in physics at the 133:, emeritus research director at the 251:, which was confirmed by numerous 14: 532:Timeline of computational physics 291:timeline of computational physics 271:the first lattice Boltzmann model 557:The stability of Boolean network 306:The stability of Boolean network 173:Direction gĂ©nĂ©rale de l'armement 137:and corresponding member of the 1137:The European Physical Journal E 582:Hardy-Pomeau-Pazzis (HPP) model 192:He was a visiting professor at 466: 463: 451: 442: 383:{\displaystyle p_{i}=p=const.} 1: 298:Front can be static or mobile 203:He was Ulam Scholar at CNLS, 1095:J. Stat. Phys. Special Issue 231:Aggregation of Physics 1965. 228:DEA in Plasma Physics, 1964. 125:, born in 1942, is a French 1236: 1149:10.1140/epje/i2016-16067-8 587:The physics of ice skating 547:Pomeau–Manneville scenario 484:Lakshminarayanan Mahadevan 261:Pomeau–Manneville scenario 189:, USA) from 1983 to 1984. 139:French Academy of sciences 55:Pomeau–Manneville scenario 972:Reviews of modern physics 937:10.1209/0295-5075/1/2/001 917:Europhysics Letters (EPL) 287:lattice Boltzmann methods 253:experimental observations 116: 95: 47:Hardy–Pomeau–Pazzis model 537:Lattice Boltzmann Models 472:{\displaystyle K_{c}=1/} 259:. This is the so-called 162:Ecole Normale SupĂ©rieure 1108:"AcadĂ©mie des sciences" 987:, iib, t. 328 (2000), 865:Physical Review Letters 205:Los Alamos National Lab 974:, (1993) 65(3), p.851. 647:Three Physicists Prize 602:HĂ©non-Pomeau attractor 597:Saffman-Taylor Fingers 552:Pomeau-Manneville maps 473: 404: 384: 330: 273:, which is called the 265:Pomeau-Manneville maps 263:, associated with the 87:Three Physicists Prize 1190:French mathematicians 567:Lattice gas automaton 488:Manuel GarcĂ­a Velarde 474: 405: 385: 331: 329:{\displaystyle K_{c}} 182:, from 1990 to 2008. 180:University of Arizona 111:University of Arizona 43:Lattice gas automaton 1122:"MĂ©daille Boltzmann" 418: 394: 340: 313: 175:until January 2007. 1035:, 1998. 117 (1/4), 929:1986EL......1...45D 615:Paul Langevin Award 169:École Polytechnique 894:, 1986. 23 (1–3), 823:, 1979. 75 (1–2), 469: 400: 380: 326: 80:Prix Paul Langevin 1200:Plasma physicists 1195:French physicists 821:Physics Letters A 806:, 1968. a 26(7), 804:Physics Letters A 787:Physics Letters A 695:10.1063/1.1786811 630:Chevalier of the 622:Jean Ricard Award 608:Prizes and awards 577:Stellar pulsation 403:{\displaystyle p} 120: 119: 97:Scientific career 1227: 1169: 1168: 1132: 1126: 1125: 1118: 1112: 1111: 1104: 1098: 1091: 1085: 1082: 1076: 1073: 1067: 1064: 1058: 1055: 1049: 1046: 1040: 1038: 1029: 1023: 1020: 1014: 1011: 1005: 998: 992: 990: 981: 975: 968: 962: 955: 949: 948: 914: 905: 899: 897: 888: 882: 878: 872: 870: 867:, 1986. 56(14), 861: 855: 852: 846: 843: 837: 834: 828: 826: 817: 811: 809: 800: 794: 792: 789:, 1968. 27a(9), 783: 777: 776: 769: 763: 762: 755: 749: 748: 741: 735: 732: 726: 723: 717: 713: 707: 706: 678: 672: 671: 664: 632:LĂ©gion d'Honneur 496:Henri Berestycki 478: 476: 475: 470: 441: 430: 429: 409: 407: 406: 401: 389: 387: 386: 381: 352: 351: 335: 333: 332: 327: 325: 324: 283:Brosl Hasslacher 207:, in 2007–2008. 91: 84: 77: 73:Prix Jean Ricard 70: 51:HĂ©non–Pomeau map 19: 16:French physicist 1235: 1234: 1230: 1229: 1228: 1226: 1225: 1224: 1175: 1174: 1173: 1172: 1134: 1133: 1129: 1120: 1119: 1115: 1106: 1105: 1101: 1092: 1088: 1083: 1079: 1074: 1070: 1065: 1061: 1056: 1052: 1047: 1043: 1036: 1030: 1026: 1021: 1017: 1012: 1008: 999: 995: 988: 982: 978: 969: 965: 956: 952: 912: 907: 906: 902: 895: 889: 885: 879: 875: 868: 862: 858: 853: 849: 844: 840: 835: 831: 824: 818: 814: 807: 801: 797: 790: 784: 780: 771: 770: 766: 757: 756: 752: 743: 742: 738: 733: 729: 724: 720: 714: 710: 680: 679: 675: 666: 665: 661: 656: 641:Boltzmann Medal 610: 528: 421: 416: 415: 412:Bernard Derrida 392: 391: 343: 338: 337: 316: 311: 310: 257:CFD simulations 241: 225:Licence (1962). 219: 151: 109: 89: 85: 82: 78: 75: 71: 68: 66:Boltzmann Medal 57: 53: 49: 45: 34: 24: 17: 12: 11: 5: 1233: 1231: 1223: 1222: 1217: 1212: 1207: 1202: 1197: 1192: 1187: 1177: 1176: 1171: 1170: 1127: 1113: 1099: 1086: 1077: 1068: 1059: 1050: 1041: 1024: 1015: 1006: 1002:Phys Rev. Lett 993: 976: 963: 950: 900: 883: 873: 856: 847: 838: 829: 812: 795: 778: 764: 750: 745:"Publications" 736: 727: 718: 708: 689:(3): 774–776. 673: 658: 657: 655: 652: 651: 650: 644: 638: 635: 628: 625: 618: 609: 606: 605: 604: 599: 594: 589: 584: 579: 574: 569: 564: 559: 554: 549: 544: 539: 534: 527: 524: 512:Alan C. Newell 468: 465: 462: 459: 456: 453: 450: 447: 444: 440: 436: 433: 428: 424: 399: 379: 376: 373: 370: 367: 364: 361: 358: 355: 350: 346: 323: 319: 240: 237: 236: 235: 232: 229: 226: 223: 218: 215: 155:Ilya Prigogine 150: 147: 118: 117: 114: 113: 104: 100: 99: 93: 92: 63: 59: 58: 40: 39:Known for 36: 35: 32: 30: 26: 25: 22: 15: 13: 10: 9: 6: 4: 3: 2: 1232: 1221: 1218: 1216: 1213: 1211: 1210:Living people 1208: 1206: 1203: 1201: 1198: 1196: 1193: 1191: 1188: 1186: 1183: 1182: 1180: 1166: 1162: 1158: 1154: 1150: 1146: 1142: 1138: 1131: 1128: 1123: 1117: 1114: 1109: 1103: 1100: 1096: 1090: 1087: 1081: 1078: 1072: 1069: 1063: 1060: 1054: 1051: 1045: 1042: 1034: 1028: 1025: 1019: 1016: 1010: 1007: 1004:, 205, (2010) 1003: 997: 994: 986: 980: 977: 973: 967: 964: 960: 954: 951: 946: 942: 938: 934: 930: 926: 922: 918: 911: 904: 901: 893: 887: 884: 877: 874: 866: 860: 857: 851: 848: 842: 839: 833: 830: 822: 816: 813: 805: 799: 796: 788: 782: 779: 774: 773:"Yves Pomeau" 768: 765: 760: 754: 751: 746: 740: 737: 731: 728: 722: 719: 712: 709: 704: 700: 696: 692: 688: 684: 677: 674: 669: 663: 660: 653: 648: 645: 642: 639: 636: 633: 629: 626: 623: 619: 616: 612: 611: 607: 603: 600: 598: 595: 593: 592:Lorenz system 590: 588: 585: 583: 580: 578: 575: 573: 570: 568: 565: 563: 560: 558: 555: 553: 550: 548: 545: 543: 542:Intermittency 540: 538: 535: 533: 530: 529: 525: 523: 521: 515: 513: 507: 505: 501: 500:Basile Audoly 497: 493: 492:Basile Audoly 489: 485: 480: 460: 457: 454: 448: 445: 438: 434: 431: 426: 422: 413: 397: 377: 374: 371: 368: 365: 362: 359: 356: 353: 348: 344: 321: 317: 307: 302: 299: 294: 292: 288: 284: 280: 276: 272: 267: 266: 262: 258: 254: 250: 249:Intermittency 245: 238: 233: 230: 227: 224: 221: 220: 216: 214: 211: 208: 206: 201: 199: 195: 190: 188: 183: 181: 176: 174: 170: 165: 163: 158: 157:in Brussels. 156: 148: 146: 144: 140: 136: 132: 128: 127:mathematician 124: 115: 112: 108: 105: 101: 98: 94: 88: 81: 74: 67: 64: 60: 56: 52: 48: 44: 41: 37: 31: 27: 20: 1140: 1136: 1130: 1116: 1102: 1094: 1089: 1080: 1071: 1062: 1053: 1044: 1032: 1027: 1018: 1009: 1001: 996: 984: 979: 971: 966: 958: 953: 923:(2): 45–49. 920: 916: 903: 891: 886: 876: 864: 859: 850: 841: 832: 820: 815: 803: 798: 786: 781: 767: 753: 739: 730: 721: 711: 686: 682: 676: 662: 572:Logistic map 520:Jean Ginibre 516: 508: 503: 481: 303: 295: 279:Uriel Frisch 268: 246: 242: 212: 209: 202: 198:UC San Diego 191: 184: 177: 166: 159: 152: 122: 121: 103:Institutions 96: 1185:1942 births 1097:, 26 (2016) 634:since 1991. 187:Connecticut 143:RenĂ© Pomeau 123:Yves Pomeau 33:Yves Pomeau 23:Yves Pomeau 1179:Categories 985:CRAS SĂ©rie 961:, 2449–53. 654:References 1143:(6): 67. 1033:Physica D 945:160018158 892:Physica D 881:(France). 716:Japanese. 526:Known for 458:− 275:HPP model 217:Education 200:in 1993. 131:physicist 1165:25538225 1157:27349556 703:15446987 624:in 1985. 617:in 1981. 239:Research 991:411–416 925:Bibcode 1163:  1155:  1039:167–80 943:  871:1505–8 701:  649:(2024) 643:(2016) 149:Career 90:(2024) 83:(1981) 76:(1986) 69:(2016) 62:Awards 1161:S2CID 941:S2CID 913:(PDF) 793:601–2 683:Chaos 562:Front 1153:PMID 898:3–11 699:PMID 620:FPS 613:FPS 494:and 281:and 255:and 135:CNRS 129:and 107:CNRS 29:Born 1145:doi 1037:pp. 989:pp. 933:doi 896:pp. 869:pp. 827:1–2 825:pp. 810:336 691:doi 194:MIT 1181:: 1159:. 1151:. 1141:39 1139:. 959:11 939:. 931:. 919:. 915:. 808:p. 791:p. 697:. 687:14 685:. 479:. 410:. 293:. 145:. 1167:. 1147:: 1124:. 1110:. 947:. 935:: 927:: 921:1 775:. 761:. 747:. 705:. 693:: 670:. 504:d 467:] 464:) 461:p 455:1 452:( 449:p 446:2 443:[ 439:/ 435:1 432:= 427:c 423:K 398:p 378:. 375:t 372:s 369:n 366:o 363:c 360:= 357:p 354:= 349:i 345:p 322:c 318:K 309:(

Index

Lattice gas automaton
Hardy–Pomeau–Pazzis model
Hénon–Pomeau map
Pomeau–Manneville scenario
Boltzmann Medal
Prix Jean Ricard
Prix Paul Langevin
Three Physicists Prize
CNRS
University of Arizona
mathematician
physicist
CNRS
French Academy of sciences
René Pomeau
Ilya Prigogine
Ecole Normale Supérieure
École Polytechnique
Direction générale de l'armement
University of Arizona
Connecticut
MIT
UC San Diego
Los Alamos National Lab
Intermittency
experimental observations
CFD simulations
Pomeau–Manneville scenario
Pomeau-Manneville maps
the first lattice Boltzmann model

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