1992
DOI: 10.1016/0378-4371(92)90037-q
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Equilibrium properties of ferrocolloids

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Cited by 195 publications
(129 citation statements)
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“…It has been checked carefully that the low-wavevector anomalies in S(k) are not artifacts arising from truncation errors or similar problems in the numerical Fourier transforms, which are best carried out in cylindrical polar coordinates. 41 Acknowledging this fundamental shortcoming of the theory, the unphysical regions in Fig. 7 are highlighted with dashed lines, and in what follows S(k) will be truncated at the wavevector where an unphysical extremum or point of inflexion occurs.…”
Section: B Structure Factor S(k)mentioning
confidence: 99%
“…It has been checked carefully that the low-wavevector anomalies in S(k) are not artifacts arising from truncation errors or similar problems in the numerical Fourier transforms, which are best carried out in cylindrical polar coordinates. 41 Acknowledging this fundamental shortcoming of the theory, the unphysical regions in Fig. 7 are highlighted with dashed lines, and in what follows S(k) will be truncated at the wavevector where an unphysical extremum or point of inflexion occurs.…”
Section: B Structure Factor S(k)mentioning
confidence: 99%
“…The latter theory [94] Kalikmanov [92] proposes in 1999 the so-called algebraic perturbation theory that is corrected by Szalai, Chan and Henderson [95] and found to be identical to the cluster expansion theory of Tani et al [26].…”
Section: G Applications To Ferrofluidsmentioning
confidence: 96%
“…Pshenichnikov [93] compares several theories, namely the Onsager model, the Weiss model, the MSA and a theory by Ivanov et al [94] with experimental data in a similar range of φ and λ. The latter theory [94] Kalikmanov [92] proposes in 1999 the so-called algebraic perturbation theory that is corrected by Szalai, Chan and Henderson [95] and found to be identical to the cluster expansion theory of Tani et al [26].…”
Section: G Applications To Ferrofluidsmentioning
confidence: 99%
“…13 Upon applying magnetic field to a sample, dipolar moments tend to align themselves towards the field direction. As a result, short chains that are either already formed in the sample or are being formed due to the intensification of the dipolar moments in response to the magnetic field will be oriented toward the field.…”
Section: Effects Of Magnetic Field On a Sample With Known Concentrationmentioning
confidence: 99%