Soft sphere attractive Yukawa model
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The
Soft sphere attractive Yukawa model
is given by (Eq. 1 in
[1]
):
Φ
12
(
r
)
=
A
(
σ
s
r
)
n
−
(
ϵ
σ
r
)
exp
[
−
κ
(
r
σ
−
1
)
]
{\displaystyle \Phi _{12}\left(r\right)=A\left({\frac {\sigma _{s}}{r}}\right)^{n}-\left({\frac {\epsilon \sigma }{r}}\right)\exp \left[-\kappa \left({\frac {r}{\sigma }}-1\right)\right]}
References
↑
Minerva González-Melchor, Gregorio Hernández-Cocoletzi, Jorge López-Lemus, Alejandro Ortega-Rodríguez, and Pedro Orea "Interfacial and coexistence properties of soft spheres with a short-range attractive Yukawa fluid: Molecular dynamics simulations", Journal of Chemical Physics
136
154702 (2012)
Related reading
M. González-Melchor, C. Tapia-Medina, L. Mier-y-Terán and J. Alejandre "Surface tension at the liquid-vapor interface of screened ionic mixtures", Condensed Matter Physics
7
pp. 767-778 (2004)
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![{\displaystyle \Phi _{12}\left(r\right)=A\left({\frac {\sigma _{s}}{r}}\right)^{n}-\left({\frac {\epsilon \sigma }{r}}\right)\exp \left[-\kappa \left({\frac {r}{\sigma }}-1\right)\right]}](https://wikimedia.org/api/rest_v1/media/math/render/svg/2f7fb0a8cb05df11534d6f1bb6b9385024bdd861)