Conference

Analytical and numerical calculations of the magnetic properties of a system of disordered spins in the Ising model

Bibliographic Details
Title: Analytical and numerical calculations of the magnetic properties of a system of disordered spins in the Ising model
Authors: Bogoslovskiy, Nikita, Petrov, Pavel, Averkiev, Nikita
Publisher Information: St. Petersburg State Polytechnical University Journal. Physics and Mathematics, 2023.
Publication Year: 2023
Subject Terms: алгоритм Ванга-Ландау, Ising model, Wang-Landau algorithm, модель Изинга, magnetic susceptibility, магнитная восприимчивость
Description: We consider a system of randomly distributed magnetic atoms and describe the exchange interaction in the Ising model with a hydrogen-like dependence of the exchange energy on distance. The density of states for such system was calculated using an advanced numerical algorithm. Also the density of states was calculated an analytically. It is shown that knowing the density of states, one can calculate the dependence of the magnetic susceptibility of the system on temperature and magnetic field.
Мы рассматриваем систему случайно распределенных магнитных атомов в модели Изинга с водородоподобной зависимостью обменной энергии от расстояния. Плотность состояний для такой системы посчитана численно и аналитически. Показано, что, зная плотность состояний, несложно рассчитать зависимость магнитной восприимчивости системы от температуры и магнитного поля.
Document Type: Conference object
Language: English
DOI: 10.18721/jpm.161.301
Accession Number: edsair.doi...........a72bee38e2f1e42386bfcb76798e5a1a
Database: OpenAIRE
Description
DOI:10.18721/jpm.161.301