Tricritical Point
Mostrando 1-5 de 5 artigos, teses e dissertações.
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1. Zeros de Fisher e aspectos críticos do modelo de Ising dipolar / Fisher\ s zeros and critical aspects of the dipolar Ising model
We study the critical behavior of the dipolar Ising model on two-dimensional regular lattices. This model presents a phenomenologically rich scenario due to the effect of frustration caused by the competition between the pure Ising interaction and the dipolar one. To study the criticality of this model we apply finite size scaling relations for the partition
IBICT - Instituto Brasileiro de Informação em Ciência e Tecnologia. Publicado em: 06/06/2011
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2. FIRST-ORDER TRANSITION IN THE FERMIONIC ISING SPIN GLASS MODEL IN A TRANSVERSE FIELD / TRANSIÇÕES DE PRIMEIRA ORDEM NO MODELO VIDRO DE SPIN ISING FERMIÔNICO EM UM CAMPO TRANSVERSO
The present work analyzes the fermionic Ising spin glass model in a transverse magnetic field. The problem is written in the Grand Canonical ensemble with the spin operators represented by bilinear combinations of fermionic fields. The transverse field is a spin "flip" mechanism and inserts quantum fluctuations, which can lead the transition temperature Tj t
Publicado em: 2006
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3. Modelos de vidros de spin com interações de ordem alta. / Spin glasses models with high-order interactions.
The statistical properties of the local optima (metastable states) of the infinite range Ising spin glass with p-spin interactions in the presence of an external magnetic field h are investigated analytically. The average number of optima as well as the typical overlap between pairs of identical optima are calculated for general p. For p > 2 and small h w
Publicado em: 2000
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4. Processos de polimerização e transição de colapso em polímeros ramificados. / Polymerization processes and collapse transition of branched polymers.
The phase diagram and the tricritical point of a collapsing lattice animal are studied through an extended series expansion of the isothermal compressibility KT on a square lattice. As a function of the variables x (fugacity) and y = e1/T (T is the reduced temperature), this series KT is investigated using the partial differential approximants technique. The
Publicado em: 1997
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5. On the Relation Between λ Lines and Phase Separations
It has often been assumed that the slope of the isotherm involving a pair of secondary variable vanishes along a λ line [for example, along a λ line in the pressure-volume plane ([unk]P/[unk]V)T vanishes], and therefore that the specific heat for constant extensive variable (e.g., CV) has the greatest possible value on the λ line and so obeys the Buckingh