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Molecular modelling static models

The graphic that opened this chapter IS a molecular model of phenol that shows its planar structure and electro static potential... [Pg.994]

A molecular modelling using the quasi-static dynamics, analogous to that described for PMMA (Sect. 8.1.5), has been applied to the CMIM20 copolymer [78]. [Pg.187]

Experimental and Fitted Parameters for the Molecular Model of the Static Conductivity" as NaCI-Water KCl-Water... [Pg.282]

Wipff, G. (1992) Molecular Modeling Studies on Molecular Recognition - Crown Ethers, Cryptands and Cryptates - from Static Models in Vacuo to Dynamic Models in Solution, J. Coord. Chem. 27, 7-37 and chapter in this volume. [Pg.287]

To complete this short discussion of the dynamics of reactions we remark that continuum models play an important role in the dynamical procedures. The basic underlying static description G(R) is more easily developed, simple molecular models apart, with a continuum solvation code, and it is more easily extended to include the solvent assisting molecules. Continuum models easily give the vibrations and the elements of... [Pg.26]

PyMOL is useful for viewing molecules and proteins. Because it is an open source architecture, in principal, it is much more scalable for custom applications than closed source software. Although the project has relatively a limited numbers of applications at this early stage, it is envisioned to eventually become a frill molecular modeling platform. Currently it is primarily a visualization package. Three main use cases are currently envisioned first, to visualize molecule (sdfile) or protein (pdf file), second to create a publication quality figure (static content), and third to enable one to use Pymol as one does Powerpoint for generating movies. [Pg.209]

Design of molecular materials with specific properties often requires interdisciplinary research involving various experimental and theoretical techniques. Molecular modeling by ab initio methods based on quantum-mechanics is now commonly used in such studies. However, theoretical investigations are still dominated by traditional, static approaches in which the stationary points on the respective potential... [Pg.225]

Polymeric fluids are the most studied of all complex fluids. Their rich rheological behavior is deservedly the topic of numerous books and is much too vast a subject to be covered in detail here. We must therefore limit ourselves to an overview. The interested reader can obtain more thorough presentations in the following references a book by Ferry (1980), which concentrates on the linear viscoelasticity of polymeric fluids, a pair of books by Bird et al. (1987a,b), which cover polymer constitutive equations, molecular models, and elementary fluid mechanics, books by Tanner (1985), by Dealy and Wissbrun (1990), and by Baird and Dimitris (1995), which emphasize kinematics and polymer processing flows, a book by Macosko (1994) focusing on measurement methods and a book by Larson (1988) on polymer constitutive equations. Parts of this present chapter are condensed versions of material from Larson (1988). The static properties of flexible polymer molecules are discussed in Section 2.2.3 their chemistry is described in Flory (1953). [Pg.107]

Figure 12 Fitted parameters of the molecular model (a, b) Effective transverse intensity (a) and ratio of transverse frequency factors (b) solid curves refer to optimization o dielectric and dashed lines of Raman spectra, (c) Lifetimes of the hat potential, of transverse vibration, and of elastic vibration (from top to bottom), (d) form factor of the hat potential.(e) contributions of transverse (dashed line) and of elastic (solid line) vibrations to the static permittivity, (f) total vibration contribution to the static permittivity. Figure 12 Fitted parameters of the molecular model (a, b) Effective transverse intensity (a) and ratio of transverse frequency factors (b) solid curves refer to optimization o dielectric and dashed lines of Raman spectra, (c) Lifetimes of the hat potential, of transverse vibration, and of elastic vibration (from top to bottom), (d) form factor of the hat potential.(e) contributions of transverse (dashed line) and of elastic (solid line) vibrations to the static permittivity, (f) total vibration contribution to the static permittivity.

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