By Kirley M.
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Additional resources for A Cellular Genetic Algorithm with Disturbances: Optimisation Using Dynamic Spatial Interactions
The second term is the zeropoint vibrational energy contribution. The vibrational term, ∆Evib,therm , is the change in the vibrational energies in going from 0 to 298 K. The last terms are thermal terms, which account for the loss of rotational and translational degrees of freedom and the change in the number of moles of perfect gas (∆n = −1 for a 1 : 1 complexation). ∆Erot and ∆Etrans are classically equal to ± 12 RT for each degree of freedom gained or lost in the reaction. 7. There is a very good agreement between the calculated  and experimental  enthalpies since the difference lies within the experimental error.
50) where A◦ is a reference Lewis acid. These equilibrium constants are referred to as complex formation, complexation, association, stability or binding constants. 51) A Lewis basicity scale can be constructed from this set of equilibrium constants. The basicity scale may be expressed as K, or as pK or as ∆G. 52) In this way, a Lewis base will be strong if it forms a complex with a large association constant, that is, a low dissociation constant, and a large positive value of pK BA0 will describe a strong Lewis base towards A◦ .
A popular method in recent years has been the use of density functional theory (DFT) based on the theorem ‘the energy is a functional of the electron density’. The literature contains many proposed functionals (for example, B3LYP). 184 kJ mol−1 ) seems yet to exist. Hence density functional approaches must be used cautiously to study molecular interactions where the contribution of dispersion energy is significant. A satisfactory approach to the correlation problem is the Møller–Plesset perturbation theory (MPn for perturbation theory to order n).