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- W2022144549 abstract "Two infinite range Ising models are solved exactly using a microcanonical ensemble in the longrange order parameter. Classical tricritical points exist for both models. The first model involving two-spin and four-spin terms is relevant to the compressible Ising model. The other model is the infinite range version of the Blume-Capel spin-one Ising model. In both the cases the exact free-energy functions calculated are examples of exact classical Landau free-energy functions with tricritical point behaviour. Zwei Ising-Modelle mit unendlicher Ausdehnung werden exakt gelöst, wobei ein mikrokanonisches Ensemble des Fernordnungsparameters benutzt wird. Für beide Modelle existieren klassische Tripelpunkte. Das erste Modell, das Zwei-Spin- und Vier-Spin-Terme enthält, läßt sich auf das komprimierbare Ising-Modell anwenden. Das andere Modell ist die unendlich ausgedehnte Version des Blume-Capel-Ising-Modells mit Spin eins. In beiden Fällen sind die berechneten exakten Funktionen der freien Energie Beispiele der klassischen Landaufunktionen der freien Energie mit Tripelpunkt-Verhalten." @default.
- W2022144549 created "2016-06-24" @default.
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- W2022144549 date "1982-01-01" @default.
- W2022144549 modified "2023-10-14" @default.
- W2022144549 title "Infinite Range Ising Models with a Tricritical Point" @default.
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