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Molecular modelling bond torsion energy

Cyclopentenones. from 1.4-diketones. 886-887 Cyclopropane, angle strain in, 115 bent bonds in. 115 from alkenes. 227-229 molecular model of, 111. 115 strain energy of, 114 torsional strain in, 115 Cystathionine, cysteine from. 1177 Cysteine, biosynthesis of, 1177 disulfide bridges from, 1029 structure and properties of, 1018 Cytosine, electrostatic potential map of, 1104... [Pg.1293]

Rotation about the central bond costs energy and there are two components to this one arises from the repulsion between the first and fourth atoms in the sequence and the other is intrinsic to the bond. The former component is included in the nonbonded interactions of the molecular mechanics model but the other component must be explicitly included by means of a torsion angle potential energy function. [Pg.233]

Molecular modeling using either Monte-Carlo simulations or molecular dynamics is used to apply molecular mechanics energy minimizations to very complex systems [348]. In complex flexible molecules such as proteins or nucleic adds, the number of variable parameters, i.e., bond torsion angles, is such that the global search for energy minima becomes impossible The same problem occurs with theoretical calculations of water structure in aqueous solutions or in heavily hydrated crystals. [Pg.92]


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See also in sourсe #XX -- [ Pg.99 ]




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Bond torsions

Bonded models

Bonding energy, molecular

Models, bonding

Molecular bonding

Molecular energies

Molecular modelling energy

Molecular torsion

Torsional energy

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