2009
DOI: 10.1140/epjd/e2009-00215-5
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On the suitability of the ILJ function to match different formulations of the electrostatic potential for water-water interactions

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Cited by 76 publications
(74 citation statements)
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“…Moreover, the relevant well depth ( ε ) and equilibrium distance ( r 0 ) parameters, directly related to polarizability and charge of involved partners, assume a transferable character when the non‐covalent nature of the interaction is maintained, as found in several cases (see Refs. and references therein). The effective C and H atomic polarizabilities are nearly the same for hydrocarbon molecules of different kind, but the potential parameter transferability can be partially broken if additional component of chemical nature is operative, as the charge transfer (CT).…”
Section: Computational Proceduresmentioning
confidence: 99%
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“…Moreover, the relevant well depth ( ε ) and equilibrium distance ( r 0 ) parameters, directly related to polarizability and charge of involved partners, assume a transferable character when the non‐covalent nature of the interaction is maintained, as found in several cases (see Refs. and references therein). The effective C and H atomic polarizabilities are nearly the same for hydrocarbon molecules of different kind, but the potential parameter transferability can be partially broken if additional component of chemical nature is operative, as the charge transfer (CT).…”
Section: Computational Proceduresmentioning
confidence: 99%
“…Each term in eq. is described by an improved Lennard‐Jones (ILJ) potential function, which depends on the distance between the two interacting centers ( r ) according to the expression: VILJ=ɛ[mn(r)mtrue(r0rtrue)n(r) n(r)n(r)mtrue(r0rtrue)m] where ε and r 0 are, respectively, the well depth and equilibrium distance of the related atom‐atom pair potential. The m parameter depends on the interaction type, being equal to 6 for neutral‐neutral interactions.…”
Section: Computational Proceduresmentioning
confidence: 99%
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“…The Improved Lennard-Jones potential has shown extensively to lower these problems via the introduction of an extra parameter controlling the R-dependence of the repulsive term [19,[37][38][39]. The ILJ potential has the following form…”
Section: Interaction Potential Modelsmentioning
confidence: 99%
“…To build a suitable functional description of the intermolecular interactions, we use a potential function based on the Adapted Molecular Polarizability centers of Force‐fields (AMPF) 4, representing the van der Waals interactions between a manifold of dispersion centers associated with a particular decomposition of the molecular polarizability. The AMPF model, characterized by the use of an Improved Lennard Jones (ILJ) function 5, 6, has been applied successfully to describe both neutral 7–9 and ionic aggregates 10–13. It has also been extended to the investigation of the solvation of the ionic systems by Ar atoms 14–19 (on which massive MD simulations were performed 20).…”
Section: Introductionmentioning
confidence: 99%