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Titolo:
Monte Carlo studies of phase transitions and critical phenomena
Autore:
Kamilov, IK; Murtazaev, AK; Aliev, KK;
Indirizzi:
Russian Acad Sci, DSC Inst Phys, Makhachkala, Russia Russian Acad Sci Makhachkala Russia DSC Inst Phys, Makhachkala, Russia Dagestan State Univ, Makhachkala 367025, Russia Dagestan State Univ Makhachkala Russia 367025 Makhachkala 367025, Russia
Titolo Testata:
USPEKHI FIZICHESKIKH NAUK
fascicolo: 7, volume: 169, anno: 1999,
pagine: 773 - 795
SICI:
0042-1294(199907)169:7<773:MCSOPT>2.0.ZU;2-4
Fonte:
ISI
Lingua:
RUS
Soggetto:
3-DIMENSIONAL ISING-MODEL; QUANTUM SPIN SYSTEMS; CLASSICAL HEISENBERG-FERROMAGNET; DYNAMICAL CRITICAL EXPONENT; STATIC CRITICAL-BEHAVIOR; NEXT-NEAREST-NEIGHBOR; SMALL METAL PARTICLES; FINITE-SIZE BEHAVIOR; RENORMALIZATION-GROUP; SQUARE LATTICE;
Tipo documento:
Review
Natura:
Periodico
Settore Disciplinare:
Physical, Chemical & Earth Sciences
Citazioni:
241
Recensione:
Indirizzi per estratti:
Indirizzo: Kamilov, IK Russian Acad Sci, DSC Inst Phys, Ul Yaragskogo 94, Makhachkala, Russia Russian Acad Sci Ul Yaragskogo 94 Makhachkala Russia Russia
Citazione:
I.K. Kamilov et al., "Monte Carlo studies of phase transitions and critical phenomena", USP FIZ NAU, 169(7), 1999, pp. 773-795

Abstract

The current state of Monte Carlo work on phase transitions and critical phenomena is reviewed. Both classical and quantum Monte Carlo results are discussed with emphasis on statistical lattice-model studies involving the highly accurate calculation of critical indices. It is shown that finite-size scaling is an effective method whereby not only simple lattice models but also those of complex practical magnetic materials can be treated. For models allowing crossover phenomena, it is shown that both finite-size scaling theory and conventional power-law functions must be used in carrying out a Monte Carlo analysis.

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Documento generato il 30/03/20 alle ore 18:17:30