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Force constant torsional

Molecular mechanics as a minimization of strain energy makes a rigid distinction between steric and electronic effects. Electronic effects are introduced in the form of empirical constants such as characteristic bond lengths and angles, the corresponding force constants, torsional rigidity of even-order bonds, planarity of aromatic systems and the coordination symmetry at transition-metal centres. These constants are accepted, without proof, to summarize the ensual of electronic interactions and used without further optimization. [Pg.224]

The classical approach appropriately known as molecular mechanics has been used with conspicuous success to predict molecular geometries, chemical reactivities and even magnetic, electronic and spectral properties of molecular systems. Molecular mechanics functions with no intention or pretence to elucidate the essential nature of molecules it applies concepts that pertain to the nineteenth-century classical model of the molecule, i.e, bond length, bond order, force constant, torsional rigidity and steric congestion. Transferable numerical values are empirically... [Pg.523]

Th c values of V I, V2, and V3, in keal/tnol, are listed in mmp-tor.txtfdbf). fhc MM+ force field uses special values for the torsional force constants when the atoms are in a four-member ring. [Pg.187]

I lic 3-alorn and 4-atoni rcstrairiis behave just like those for two atoms, except tliat the dialog hox requests an angle rather than a distance and the accompanying request for a force constant requires either a bending force constant (3-atorn case) or a torsional force con Stan t (4-atorn case). [Pg.204]

You can add restraints to any molecular mechanics calculation (single point, optimization or dynamics). These might be NMR restraints, for example, or any situation where a length, angle, or torsion is known or pre-defined. Restraints with large force constants result in high frequency components in a molecular dynamics calculation and can result in instability under some circumstances. [Pg.203]

One of the major difficulties with molecular mechanics procedures (MMh- or otherwise) is that they almost always fail. That is, you find that force constants are not available for the molecule of interest. This is both the strength and weakness of molecular mechanics it uses atom types to introduce specific chemical environments for the atoms within a molecule (to obtain accuracy in the calculations) but then requires knowledge of force constants specific to that chemical environment (as specific as stating that an atom is in a five-member ring containing one oxygen and one carbon, for example). As the number, N, of atom types rises the number of force constants needed to describe all possible occurrences of these atom type becomes very large. For torsions, for... [Pg.204]

When no explicitly correct force constant is found, HyperChem proceeds to stage two and finally to stage three. In stage two, you can use wildcards to relax the explicitness of the match between the atom types of the torsion in question and the available MM-t parameters. In the torsional case, as many as three searches of the mmp.par file are performed. If the exact match between A-X-Y-B and entries in mmp.par fails, then a search in mmp.par looks for an entry labeled, -X-Y- where is the designation for wildcard, don t-care, any-atom-type, unknown, etc. This search looks... [Pg.205]

The natural bond length varies between 1.503 A and 1.337 A for bond orders between 0 and 1, these are the values for pure single and double bonds between two sp -carbons. Similarly the force constant varies between the values used for isolated single and double bonds. The rotational barrier for an isolated double bond is 60kcal/mol, since there are four torsional contributions for a double bond. [Pg.28]

Propene and cis-butene-2 possess the molecular symmetries C2 and C2 v (28, 29), respectively. (Fig. 4 the geometry parameters given are derived from force field calculations (19, 30) and agree well with experiment.) The barriers // observed for the rotation of the methyl groups amount to 1.98 kcal mole-1 for propene (28), and 0.75 kcal mole-1 for cis-butene-2 (29). The torsional force constants K for the methyl groups... [Pg.172]


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See also in sourсe #XX -- [ Pg.401 ]




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Torsion force constants

Torsional constants

Torsional forces

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