Correlation magnetodynamics equations taking into account the uniaxial quadratic correction in the approximation of the one-particle distribution function
Keyword(s):
The One
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The system of equations for correlation magnetodynamics (CMD) is based on the Bogolyubov chain and approximation of the two-particle distribution function taking into account the correlations between the nearest neighbors. CMD provides good agreement with atom-for-atom simulation results (which are considered ab initio), but there is some discrepancy in the phase transition region. To solve this problem, a new system of CMD equations is constructed, which takes into account the quadratic correction in the approximation of the one-particle distribution function. The system can be simplified in a uniaxial case.
1976 ◽
Vol 16
(3)
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pp. 289-297
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1959 ◽
Vol 21
(4)
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pp. 501-510
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2018 ◽
Vol 251
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pp. 119-131
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