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Relative potential energy

Initially, we have applied the modified NEB method to the calculation of both steps of the 40T catalyzed reaction. The free energy profiles and relative free energies obtained with this method were compared to our previously determined profiles [33], As we had previously shown, the calculated MEPs for Ref. [33] determined with the reaction coordinate driving method, and the MEPs for Ref. [25] calculated with the parallel path optimizer method, agree in the overall shape and relative potential energies. This provides a good starting point for our comparison. [Pg.68]

The potential energy expressions used for force field calculations are all descendants of three basic types originating from vibrational spectroscopy (5) the generalized valence force field (GVFF), the central force field, and the Urey-Bradley force field. General formulations for the relative potential energy V in these three force fields are the following ... [Pg.165]

Fig. 9. Energetically favourable cyclodecane conformations with calculated angles (deg inner values) and torsion angles (53) (force field of Ermer and Lifson (19)). The conformations are further characterised by (from top) conformational symbol (11), symmetry, calculated relative potential energy (AV) and relative enthalpy (AH kcal mole-1 T = 298 K reference BCB AH = AV + AHvibr, see Section 3.3.). For BCB experimental angles and torsion angles (46) are also given (in parentheses)... Fig. 9. Energetically favourable cyclodecane conformations with calculated angles (deg inner values) and torsion angles (53) (force field of Ermer and Lifson (19)). The conformations are further characterised by (from top) conformational symbol (11), symmetry, calculated relative potential energy (AV) and relative enthalpy (AH kcal mole-1 T = 298 K reference BCB AH = AV + AHvibr, see Section 3.3.). For BCB experimental angles and torsion angles (46) are also given (in parentheses)...
Fig. 15. Conformational map of cyclohexane. The diagram represents a partial qualitative pictorial polar projection of the conformational globe of Pickett and Strauss (106) it may be completed by rotating around 120 and 240°, respectively. Relative potential energies are given (kcal mole-1 force field of ref. 19 reference chair conformation). The lines inside the six-membered rings represent mirror planes (solid) and twofold axes (dotted), respectively. Fig. 15. Conformational map of cyclohexane. The diagram represents a partial qualitative pictorial polar projection of the conformational globe of Pickett and Strauss (106) it may be completed by rotating around 120 and 240°, respectively. Relative potential energies are given (kcal mole-1 force field of ref. 19 reference chair conformation). The lines inside the six-membered rings represent mirror planes (solid) and twofold axes (dotted), respectively.
The relative stability of a system is inversely related to its relative potential energy. [Pg.107]

Figure 3.6 The relative potential energies of hydrogen atoms and a hydrogen molecule. Figure 3.6 The relative potential energies of hydrogen atoms and a hydrogen molecule.
B3PW91 Calculated Relative Potential Energies (kcal mol 1 with zpe Correction) for Fe(CO)3(H)2 and Fe(CO)3(H2) Species (24)... [Pg.596]

Calculated B3PW91 Relative Potential Energies (kcalmol-1 with zpe Correction) of Fe(CO)3(C2H4) Species... [Pg.598]

Numbers are relative potential energy in kcal/mol at CASSCF(8,8)/6-31G ... [Pg.190]

Fig. 15 (a) Top and (b) side views of the disk-shaped molecule, (c) Relative potential energy between two chiral structures via a metastable structure... [Pg.319]

In the literature, some computer models describing the evolution of copolymer sequences have been proposed [26,28]. Most of them are based on a stochastic Monte Carlo optimization principle (Metropolis scheme) and aimed at the problems of protein physics. Such optimization algorithms start with arbitrary sequences and proceed by making random substitutions biased to minimize relative potential energy of the initial sequence and/or to maximize the folding rate of the target structure. [Pg.26]

In all these cases it has been found that for a given alkyl group the relative potential energies of all stationary points along the reaction co-ordinate correlate linearly with the alkyl group s a value, clearly pointing to electronic control. [Pg.17]

For now we will concentrate on how structural differences between molecules can profoundly affect acidity. In Chapter 6, we will learn how to relate the stability of a species to its relative potential energy. [Pg.64]

A linear relation exists between entropies and enthalpies for the equilibria and it was concluded that differences in enthalpies reflect relative potential energies. The rates of first order dissociation of the substituted tetrazanes in acetone were determined, and the rates of recombination of the hydrazyl radicals could therefore be calculated from a knowledge of the equilibrium constants. [Pg.660]

Figure 16 BO-MD simulation of molecule 13. Relative potential energy (A/ilxlt) (in a.u.) vs. time (in ps)... Figure 16 BO-MD simulation of molecule 13. Relative potential energy (A/ilxlt) (in a.u.) vs. time (in ps)...
Figure 9.3 A generalized plot showing the relative potential energies of the reactant, transition state, and product. For a simple reaction (A + BC —> AB + C), the reaction coordinate depends... Figure 9.3 A generalized plot showing the relative potential energies of the reactant, transition state, and product. For a simple reaction (A + BC —> AB + C), the reaction coordinate depends...
If the partition functions are neglected and the vibrational zero-point energy is extracted from A//q,-, the relative potential energies AE, remain, giving the simple Boltzmann factors ... [Pg.893]

Figure 20. Relative potential energy profiles from the reactants for hydrozirconation of (a) ethylene and (b) acetylene [64],... Figure 20. Relative potential energy profiles from the reactants for hydrozirconation of (a) ethylene and (b) acetylene [64],...
How is average bond strength related to relative potential energies of the reactants and the products ... [Pg.275]

Theoretical studies on the insertion of ethylene into d [MMeL2] (M = Ni, Pd, Pt) catalysts provide the relative potential energy plot in Fig. 6.5. The process consists of a coordination of the alkene perpendicular to the coordination square plane, followed by an easy alkene rotation to an in-plane coordination and a more difficult insertion. The rate-determining step of these reactions is the migratory insertion of the alkene and these calculations show that the stabilization of the system upon coordination of the alkene increases in the order Ni < Pd < Pt, whereas the insertion transition state changes very little. This explains the catalytic activity Ni > Pd > Pt generally observed, which is associated to insertion barriers in the range of 10 kcal/mol for Ni, 16 kcal/mol for Pd, and 25 kcal/mol forPt[l],... [Pg.300]

Fig. 9.9 Reduction mechanisms and predicted reduction energies for Li -coordinated EC, VC, and PC presented by Balbuena et al. [11, 37, 38], with respect to absolute and relative potential energy scales and experimental reference values reported in [11, 35, 51]... Fig. 9.9 Reduction mechanisms and predicted reduction energies for Li -coordinated EC, VC, and PC presented by Balbuena et al. [11, 37, 38], with respect to absolute and relative potential energy scales and experimental reference values reported in [11, 35, 51]...
It is usually impractical (and often impossible) to describe the absolute amount of potential energy contained by a substance. Thus we usually think in terms of its relative potential energy. We say that one system has more or less potential energy than another. [Pg.124]

Another term that chemists frequently use in this context is the term stability or relative stability. The relative stability of a system is inversely related to its relative potential energy. [Pg.124]

A convenient way to represent the relative potential energies of molecules is in terms of their relative enthalpies, or heat contents, H. (Enthalpy comes from en + thalpein, Greek to heat.) The difference in relative enthalpies of reactants and products in a chemical change is called the enthalpy change and is symbolized by A//°. [The A (delta) in front of a quantity usually means the difference, or change, in the quantity. The superscript ° indicates that the measurement is made under standard conditions.]... [Pg.125]

You should build a molecular model of butane and examine its various conformations as we discuss their relative potential energies. [Pg.165]


See other pages where Relative potential energy is mentioned: [Pg.244]    [Pg.197]    [Pg.107]    [Pg.945]    [Pg.206]    [Pg.308]    [Pg.318]    [Pg.629]    [Pg.179]    [Pg.420]    [Pg.266]    [Pg.615]    [Pg.58]    [Pg.334]    [Pg.207]    [Pg.124]    [Pg.411]   
See also in sourсe #XX -- [ Pg.124 ]

See also in sourсe #XX -- [ Pg.119 ]




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Relative energies

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