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computer modeling in molecular biology.pdf

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6 Theory of Transport <strong>in</strong> Zon Channels 141bony1 and water oxygens is possible at the expense of break<strong>in</strong>g hydrogen bonds.Thus, <strong>in</strong> the present system the relative strengths of the strong ion-carbonyl and ionwater<strong>in</strong>teractions must be preserved and well balanced with respect to the relativelyweaker but complex water-water, water-peptide and peptide-peptide hydrogen bond<strong>in</strong>teractions.6.3.1.1 Ab Initio CalculationsThere is no unique method to construct the potential energy function [56, 60-641.The approach chosen <strong>in</strong> the present study relies primarily on experimental data, supplementedby high level ab <strong>in</strong>itio calculations with small model systems when thenecessary <strong>in</strong>formation is not available [65]. S<strong>in</strong>ce no experimental estimate of the <strong>in</strong>teractionof Na' with the carbonyl group of the peptide backbone is available atthe present time, it is necessary to rely on ab <strong>in</strong>itio calculations on small modelsystems to supplement this important <strong>in</strong>formation. The N-methylacetamidemolecule (NMA) was chosen to model the peptide backbone amide plane groups.The <strong>in</strong>teraction of Naf with water, for which a fair amount of experimental gasphase as well as bulk liquid <strong>in</strong>formation is available, was calculated to test the accuracyof the approach. The results of the ab <strong>in</strong>itio calculations <strong>in</strong>volv<strong>in</strong>g Na' ion,water and the NMA molecule are given <strong>in</strong> Table 6-1. It is observed that the calculated<strong>in</strong>teraction between Na+ and water is <strong>in</strong> very good agreement with the experimentalgas phase data [66]. This <strong>in</strong>dicates that the approach to calculate the Na+ NMA <strong>in</strong>teractionis valid and can be used to develop the empirical energy function. For comparison,results on hydrogen bond<strong>in</strong>g <strong>in</strong>teractions <strong>in</strong>volv<strong>in</strong>g water and NMA are alsogiven <strong>in</strong> Table 6-1 [67].6.3.1.2 Functional Form and ParametrizationIt is desirable to keep the empirical potential function as simple as possible forreasons of computational efficiency. The functional form of the empirical force fieldthat was adopted is similar to others used <strong>in</strong> <strong>molecular</strong> dynamics of biologicalmacromolecules [56] ; <strong>in</strong> addition to <strong>in</strong>ternal energy functions (bond, angles anddihedrals), the non-bonded <strong>in</strong>teractions are represented as a sum of radially symmetricpair decomposable site-site functions <strong>in</strong>clud<strong>in</strong>g Coulomb partial charges electrostatic,core repulsion, van der Waals dispersion and <strong>in</strong>duced polarization,'%owbonded = c Eelec Ecore + EvdW Epol - (6-13)pairs

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