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Energy Components

Just as in the case of the dimers discussed above, it is possible to decompose the energy of a cluster of n molecules so as to extract information about the underlying cause of the cooperativity that is observed. The condensed state of water serves as perhaps the most ubiquitous situation where cooperativity [Pg.586]

Components (kcal/mol) of two and three-body interactions computed for the water hexamer illustrated in Pig. 5. Data from [66]. [Pg.588]

The three-body terms are listed in the lower part of Table 6. The first several entries represent triplets of consecutive molecules around the ring these interactions can be of either sign. Repulsive terms are associated with triplets like 3-4-5 and 4-5-6 that contain either a double-donor or double- [Pg.588]

The total of all three-body interactions is -3.8 kcal/mol, as compared to -19.2 kcal/mol for the sum of all two-body interactions. When added together, the total of all pairwise and three-body interactions comes within 0.4 kcal/mol of the total interaction energy of -23.4 kcal/mol in the hexamer. With respect to the individual components, there is very little nonadditivity in ES or EX. The total nonadditivity of some 4 kcal/mol is approximately equally divided between POL and CT. [Pg.589]

Pauling, The nature of the chemical bond (Cornell University Press, Ithaca, NY, 1940). [Pg.589]


Finally, similar effects can be seen in miscible polymer blends where the surface tension correlates with the enrichment of the lower-energy component at the surface as monitored by x-ray photoelectron spectroscopy [104],... [Pg.71]

There is no reason why the distortion parameter should not contain an entropy as well as an energy component, and one may therefore write 0 = 0q-sT. The entropy of adsorption, relative to bulk liquid, becomes A5fi = sexp(-ca). A critical temperature is now implied, Tc = 0o/s, at which the contact angle goes to zero [151]. For example, Tc was calculated to be 174°C by fitting adsorption and contact angle data for the -octane-PTFE system. [Pg.378]

Proof When the time-deiiendent Schiodinger equation is solved under adiabatic conditions, the upper, positive energy component has the coefficient the dynamic phase factor x C, where... [Pg.167]

System Potential energy components Energy-entropy components ... [Pg.169]

The implicit-midpoint (IM) scheme differs from IE above in that it is symmetric and symplectic. It is also special in the sense that the transformation matrix for the model linear problem is unitary, partitioning kinetic and potential-energy components identically. Like IE, IM is also A-stable. IM is (herefore a more reasonable candidate for integration of conservative systems, and several researchers have explored such applications [58, 59, 60, 61]. [Pg.241]

Fig. 10. Differences in potential energy components for the blocked alanine model (for bond length, bond angle, dihedral angle, van der Waals, and electrostatic terms, shown top to bottom) before and after the residual corrections in LIN trajectories at timesteps of 2 fs (yellow), 5 fs (red), and 10 fs (blue). Fig. 10. Differences in potential energy components for the blocked alanine model (for bond length, bond angle, dihedral angle, van der Waals, and electrostatic terms, shown top to bottom) before and after the residual corrections in LIN trajectories at timesteps of 2 fs (yellow), 5 fs (red), and 10 fs (blue).
We first note errors in total energy means that are not greater than 0.5% for all LN versions tested. Individual energy components show errors that are generally less than 1%, with the exception of the van der Waals energy that can reach 4% for large k2. Of course, this discussion of relative errors reflects practical rather than mathematical considerations, since constants can be added to individual terms without affecting the dynamics. The relative errors... [Pg.253]

Smith P E and W F van Gunsteren 1994b. When Are Free Energy Components Meemingful Journal Physical Chemistry 98 13735-13740. [Pg.653]

The force constants in the equations are adjusted empirically to repro duce experimental observations. The net result is a model which relates the "mechanical" forces within a stmcture to its properties. Force fields are made up of sets of equations each of which represents an element of the decomposition of the total energy of a system (not a quantum mechanical energy, but a classical mechanical one). The sum of the components is called the force field energy, or steric energy, which also routinely includes the electrostatic energy components. Typically, the steric energy is expressed as... [Pg.163]

Gun Propellents. Low sensitivity gun propeUants, often referred to as LOVA (low vulnerabUity ammunition), use RDX or HMX as the principal energy components, and desensitizing binders such as ceUulose acetate butyrate or thermoplastic elastomers (TPE) including poly acetal—polyurethane block copolymers, polystyrene—polyacrjiate copolymers, and glycidyl azide polymers (GAP) to provide the required mechanical... [Pg.40]

Phospholipids. Phospholipids, components of every cell membrane, are active determinants of membrane permeabiUty. They are sources of energy, components of certain enzyme systems, and involved in Hpid transport in plasma. Because of their polar nature, phosphoUpids can act as emulsifying agents (42). The stmcture of most phosphoUpids resembles that of triglycerides except that one fatty acid radical has been replaced by a radical derived from phosphoric acid and a nitrogen base, eg, choline or serine. [Pg.378]

Typically, the polar surface energy component of polymers used for release coatings is relatively small and the work of adhesion can be written simply as... [Pg.537]

One or more parameter sets that fit the equations and atom types to experimental data. Parameter sets define force constants, which are values used in the equations to relate atomic characteristics to energy components, and structural data such as bond lengths and angles. [Pg.4]

The potential energy component is the Coulomb repulsion between each pair of charged entities (treating each atomic nucleus as a single charged mass) ... [Pg.255]

Fig. 24. Calculation of the conformational energy of Valinomycin as a function of the size of the polar core which contains the ion. This uses the structure of Fig. 20. The verticle lines are the optimal core sizes for the indicated ions. Based on the conformational energy component, selectivity for K+ and Rb+ would be similar and Cs+ less favored. Na+ is off the curve suggesting that this conformation cannot form a polar core small enough to complex Na+ by means of this conformation. Adapted with permission from Ref. Fig. 24. Calculation of the conformational energy of Valinomycin as a function of the size of the polar core which contains the ion. This uses the structure of Fig. 20. The verticle lines are the optimal core sizes for the indicated ions. Based on the conformational energy component, selectivity for K+ and Rb+ would be similar and Cs+ less favored. Na+ is off the curve suggesting that this conformation cannot form a polar core small enough to complex Na+ by means of this conformation. Adapted with permission from Ref.

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Brillouin-Wigner perturbation theory energy components

Canonical energy components

Chemical reaction energy component

Classical Theory of Nucleation in a One-Component System without Strain Energy

Components of the Interaction Energy

Conservation of energy equation for a rotating component

Contact Angle, Surface Free Energy, and Polar Component

Coulombic interactions energy components

Dispersion component of surface energy

Dispersion forces surface energy component

Dispersive component of the surface free energy

Dispersive components of surface free energy

Dispersive surface energy component

Dynamic Component and Energy Balances

Electronic energy component

Electrostatic solvation energy component

Energy Components in the Supermolecular Approach

Energy Transfer Equations in Multi-Component Quasi-Equilibrium Plasma-Chemical Systems

Energy balance and components

Energy component analysis

Energy components for calculation

Energy components, residual free

Energy content, biomass components

Energy dispersion component

Energy expenditure components

Energy flux, components

Energy rotation barrier, components

Energy-component changes for ethane and ethyl fluoride Conversion of staggered conformation to eclipsed

Exact 2-component energies/results

Explicit components of the energy functional

Fifth Order Energy Components

Fourth Order Energy Components

Free Energy of Transfer and Its Physical Components

Free energy component

Free energy component analysis

Free energy functionals time-dependent component

Fundamental Interaction Energy Components

Gibbs energy pure component

Heaviside component, vacuum energy

Higher Order Correlation Energy Components

Higher Order Energy Components

Interaction energy component

Interaction energy electrostatic component

Intermolecular interaction energy stabilizing components

Kinetic energy collision theory component

Kinetic energy components, virial theorem

Lattice energy components

London component of surface free energy

Minimum energy coordinates components

Molecular energy levels, electronic component

Native protein structures energy components

Perturbation theories energy components

Polar component of surface energy

Prediction techniques energy components

Separability of Energy Components

Specific component of free energy

Specific component of surface free energy

Stability, components, solar energy

Strain as a component of conformational energy

Strain energy components

Surface energy components

Surface energy dispersion component

Surface energy polar component

The Components of Consciousness Awareness, Energy, Structures

Thermal energy correction components

Thermal energy equation single component

Torsional strain as a component of conformational energy

Triple-excitation energy component

Water, surface energy components

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