Solution of the hypernetted-chain equation for dipolar liquids by perturbation theory techniques

Agrafonov, Yu. V.; Martinov, G.A.; Sarkisov, G. N.

doi:10.1080/00268978000100821

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B Hypernetted Chain and Related Approaches2

A Perturbation Expansion Of the Hnc Equation1

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1981

2005

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Cited by 7 publications

(3 citation statements)

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“…This suggests that perhaps the h expansion for E is more rapidly convergent than the thermodynamic results would imply. Agrofonov et al 70 correctly point out that some of the difference between their results and the LHNC theory may well be due to their use of the HNC approximation for the hard-sphere radial distribution function, whereas "exact" hard-sphere results are used in the LHNC calculations. This should be investigated further.…”

Section: A Perturbation Expansion Of the Hnc Equationmentioning

confidence: 97%

Dielectric Constants of Fluid Models: Statistical Mechanical Theory and its Quantitative Implementation

Stell

Patey

Høye³

1981

Advances in Chemical Physics

341

125

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Section: A Perturbation Expansion Of the Hnc Equationmentioning

confidence: 97%

Dielectric Constants of Fluid Models: Statistical Mechanical Theory and its Quantitative Implementation

Stell

Patey

Høye³

1981

Advances in Chemical Physics

341

125

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“…Agrafonov, Martinov and Sarkisov [37] expand the full HNC equation in terms of λ and obtain the result χ…”

Section: B Hypernetted Chain and Related Approachesmentioning

confidence: 99%

Magnetic properties of colloidal suspensions of interacting magnetic particles

2004

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We review equilibrium thermodynamic properties of systems of magnetic particles like ferrofluids in which dipolar interactions play an important role. The review is focussed on two subjects: (i) the magnetization with the initial magnetic susceptibility as a special case and (ii) the phase transition behavior. Here the condensation ("gas/liquid") transition in the subsystem of the suspended particles is treated as well as the isotropic/ferromagnetic transition to a state with spontaneously generated long-range magnetic order.

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“…Agrafonov, Martinov and Sarkisov [37] expand the full HNC equation in terms of λ and obtain the result…”

Section: B Hypernetted Chain and Related Approachesmentioning

confidence: 99%

Magnetic Properties of Colloidal Suspensions of Interacting Magnetic Particles

Huke

Luecke

2005

ChemInform

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Solution of the hypernetted-chain equation for dipolar liquids by perturbation theory techniques

Cited by 7 publications

References 8 publications

Dielectric Constants of Fluid Models: Statistical Mechanical Theory and its Quantitative Implementation

Dielectric Constants of Fluid Models: Statistical Mechanical Theory and its Quantitative Implementation

Magnetic properties of colloidal suspensions of interacting magnetic particles

Magnetic Properties of Colloidal Suspensions of Interacting Magnetic Particles

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