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Dynamics Potential

The interactions of polyatomic molecules are frequently modeled by pair potentials, both Lennard-Jones and electrostatic, between all constituent atoms. The model potential used must also account for intramolecular geometries by including the bonded terms bond lengths, bond angles, and dihedral angles. The result is the molecular modeling potential function that generally is of the form [Pg.369]

Similarly is the sum of Lennard-Jones contributions for all pairs of atoms, and V is the sum of the Coulombic potential over all charge-charge interaction pairs, although other mathematical functions are frequently used to account for steric and electrostatic interactions  [Pg.370]

The functional forms of these terms vary widely. Representative examples can be found in work by a number of authors and have been reviewed previously in this book series.A simple, detailed model is presented in the MD Test Set project.  [Pg.370]

In multiple time-step (MTS) time discretization methods the short-range forces, which can change rapidly in time, are updated frequently with small time steps. The long-range forces can be treated with larger steps in time (appropriate to the time scale on which they vary). We will discuss later the fundamental impact that the high-frequency force components have on MTS methods as well. In this chapter we trace the development of MTS methods and present a tutorial that illustrates an elementary application of these techniques. [Pg.371]


Bash, P.A., Field, M.J.,Karplus, M. Free energy perturbation method for chemical reactions in the condensed phase A dynamical approach baaed on a combined quantum and molecular dynamics potential. J. Am. Chem. Soc. 109 (1987) 8092-8094. [Pg.29]

Gjonnes, J. (1962) The dynamical potentials in electron diffraction, Acta Cryst., 15, 703-707. [Pg.179]

Chipot, C. Maigret, B. Pearlman, D. A. Kollman, P. A., Molecular dynamics potential of mean force calculations a study of the toluene-ammonium 7r-cation interactions, J. Am. Chem. Soc. 1996,118, 2998-3005. [Pg.496]

This effect might be interpreted by the Bethe dynamic potential approximation, which does not take into account the crystal orientation (as in the Blackman correction case) nor crystal thickness parameters. In terms of this approach, the effect of weak beams can be included in two-beam theory by replacing the potential coefficients, Vh, by ... [Pg.106]

According to Gibbs, any constituent of a system in equilibrium must have the same thermo-dynamic potential in all the phases of which it is a component. Hence, when equilibrium has been established across an interface between a metal and an electrolyte containing its ions, the thermo-d3mamic potential f Me iona of the metallic ions must be the same in both. In general the thermodynamic potential of a constituent which is electrically neutral may be said to depend only on its concentration G and its environment, but if it is an ion the electrical potential of the ]... [Pg.215]

Steady state or dynamic potential and current relationship... [Pg.308]

In terms of thermodynamics, the energy dissipation P (or the positively defined Lyapunov function O) has its local minimums in the stable stationary points, and spontaneous jumping between stable stationary states in the system is only allowed when the identical "input" parameters are inherent in two states this may be, for example, common affinity ArE which is given from outside and provides the process. Therefore, we can consider these transitions as related to overcoming some dynamic "potential" barrier (see following). [Pg.152]

Amors, Apollos, and Atens designate three categories of Near-Earth asteroids (NBAs) and are characterized by their orbital interface dynamics. Potentially haz-... [Pg.504]

Steady-state or dynamic potential and current relationships to provide information on the energetic dependence of electrode reaction Current or potential versus time to provide information concerning stability of... [Pg.42]

The dynamics of self-exchange between the MFCs is probed by linking them through carboxylate-metal ion-carboxylate bridges [121] on an electrode surface. The diffusion-like electron transport in multilayer films is used to obtain information on the nanoparticle-nanoparticle electron transfer dynamics. Potential step experiments that give an idea of the rate of electron hopping (electron diffusion)... [Pg.663]

Incorporatinq Solvent Effects into Molecular Dynamics Potentials of Mean Force and Stochastic Dynamics... [Pg.387]

Kousba, A. A., Sultatos, L. G.. Poet, T. S., and Timctuilk, C. (2004). ComparLson of chlorpyrifos-oxon and paraoxon acetylcholinesterase inhibition dynamics Potential role of a peripheral binding site. Toxicol Sci. 80,239-248,... [Pg.123]

Bethe, H. (1928) Theorie der Beugung von Elektronen an Kristallen, Ann. Physik., 87, 55- 129. Gjonnes, J. (1962) The dynamical potentials in electron diffraction, Acta Cryst., 15, 703- 707. Hirsch, P.B., Howie, A., Nicholson, R.N., Pashley, D.W. and Whelan. M.J. (1977) Electron Microscopy of Thin Crystals, Krieger Publishing Company, Malabar and Florida. [Pg.168]

T. S. Poet, C. Timchalk, Comparison of Chlorpyrifos-Oxon and Paraoxon Acetylcholinesterase Inhibition Dynamics Potential Role of a Peripheral Binding Site, Toxicd. Sci., 2004, 80, 239-248. [Pg.238]

Thus, the scattering angle contains the consequences of the dynamics of the collision, i.e., of a dynamical potential that involves charge exchange for the projectile and not a stationary potential with a fixed projectile charge as is often done in traditional scattering theory. [Pg.262]

Li Yin and O. Goscinski Non Adiabaticity in Terms of Dynamic Potentials. An Analysis in Terms of Linear E x e Vibronic States Chem. Phys. 137, 67 (1989). [Pg.515]

F. Tomas-Alonso, A.M. Rubio, R. Alvarez et al. Dynamic potential response and SEM-EDX studies of polymeric inclusion membranes based on ionic liquids. Int. J. Electrochem. Set 8 (2013) 4955 969. [Pg.626]

The application of classic double layer model to the cement pastes is questionable because the surface in this case is not in thermodynamic equilibrium. The surface of cement grains reacts continuously with water and, as a result, the releasing of different ions into the liquid phase occurs and the surface charge varies all the time. Therefore opposite to the classic double layer its irmer part changes continuously. For this reason appeared the concept to replace the classic potential by the dynamic potential, which is changing continuously dining the hydration process [26]. However, the potential of hydrating cement is often measured and an example of these measurements results is shown in Fig. 5.18 [27]. [Pg.301]

This ongoing lO-development is conceived by the safety authorities to create new challenges and opportunities for managing risk, due to increased complexity and inherent dynamic potential. [Pg.2084]

This is a widely used expression in many fuel-cell models. As shown here, it is the steady-state case of the more general dynamic potential field model proposed above. Introducing the overpotentials into Eqs. (28.58) and (28.59) completes this model ... [Pg.803]


See other pages where Dynamics Potential is mentioned: [Pg.506]    [Pg.46]    [Pg.440]    [Pg.164]    [Pg.123]    [Pg.385]    [Pg.139]    [Pg.151]    [Pg.155]    [Pg.440]    [Pg.90]    [Pg.205]    [Pg.440]    [Pg.42]    [Pg.439]    [Pg.257]    [Pg.568]    [Pg.498]   


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Dynamic pressure potential flow

Dynamic surface potentials

Dynamical bottlenecks, potential energy

Dynamical bottlenecks, potential energy dynamics

Dynamical optical potential

Dynamical simulation methods potential

Dynamics on a Potential Energy Surface

Electron dynamics image-potential states

Encounter and Reaction Dynamics on the Potential of Mean Force

External Potential Dynamics (EPD)

External potential dynamics

Geometric phase theory, single-surface nuclear dynamics, vector-potential

Lennard-Iones potential dynamics

Lennard-Jones potential dynamics simulations

Lennard-Jones potential energy function molecular dynamics calculations

Lennard-Jones potential molecular dynamics simulation

Molecular Dynamics with Continuous Potentials

Molecular dynamics , potential energy

Molecular dynamics , potential energy basic principles

Molecular dynamics , potential energy future applications

Molecular dynamics and potential energy surfaces

Molecular dynamics chemical potential

Molecular dynamics electrostatic potential

Molecular dynamics interaction potential

Molecular dynamics potential energy surfaces interpolation

Molecular dynamics simulation interaction potentials

Molecular dynamics with «-body potentials

Morse potential, reaction dynamics

Morse potentials, direct molecular dynamics

Nonlinear dynamics potential

Nuclear dynamics potential energy surfaces

Nuclear dynamics vector-potential theory

Nuclear quantum dynamics on an adiabatic potential surface

Photodissociation dynamics potential surfaces

Potential barriers, chemical reaction dynamics

Potential dynamics simulation

Potential energy functions, molecular dynamics

Potential energy surface RRKM dynamics

Potential energy surface chemical reaction dynamics

Potential energy surface intermolecular dynamics

Potential energy surface solvent dynamic effect

Potential energy surfaces dynamics

Potential energy surfaces intramolecular dynamics

Potential energy surfaces local dynamics

Potential energy surfaces molecular dynamics principles

Potential energy surfaces nonadiabatic dynamics

Potential energy surfaces nonadiabatic quantum dynamics

Potential energy surfaces reaction dynamics

Potential energy surfaces, solvation dynamics

Potential fluid dynamics, molecular systems

Potential molecular dynamics simulation

Potential wells structural-dynamical model elastic

Quantum dynamics potential energy surfaces

Reaction dynamics vector potentials

Reaction paths, potential energy surfaces dynamics

Relaxation dynamics potential energy surfaces

Stochastic Dynamics with a Potential of Mean Force

Trapping above the potential barrier Time-delay in reaction dynamics

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