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Potential Model of

Computer simulations, such as MD and Monte Carlo (MC), are useful tools for studying the structural and dynamic properties of ice and water at the molecular level. Simulations for the surfaces and interfaces of ice near the melting point (T ) have attracted a great deal of attention in connection with such issues as the pattern formation of snow and ice crystals [26], the freezing of water in biological systems [54], and the formation of acid snow [55]. [Pg.324]

Notably, these models have been proposed for simulations of water above but not for simulations of ice. Therefore, it is important to check whether these models are suitable for simulations of ice as well. For a potential model of H2O to be suitable for simulations of ice and water near T, it should satisfy the following three conditions (i) the stmcture of real ice at 1 atm, that is, the proton-disordered hexagonal ice corresponds to the free energy minimum near of the model (ii) the real T of ice is reproduced in the model and (iii) the structures of ice and water near are reproduced in the model. [Pg.324]

The strength of the six-site model is that the model provides proton-disordered hexagonal ice as a thermodynamically stable phase near at 1 atm. Moreover, Tjjj of ice in the six-site model is close to the real of 273.15 K that is, = 271 9 K was estimated from free energy calculations of ice and water [60], and Tjjj = 280-285 K was estimated from MD simulations of the growth and melting of ice over a wide range of temperatures [61]. Abascal et al. [62] estimated Tjjj of ice in the six-site model with the Ewald summation method as 289 K. The densities of ice and water near T, the structure of water near T, and the [Pg.325]

Besides the six-site model, there are several other models that have been proposed for simulations of ice and water. The KKY (Kumagai, Kawamura, and Yokokawa) potential model is an atomistic model for simulations of ice and water [63]. This model enables analysis of the lattice vibrations of H2O molecules not only for their translational and rotational motions but also for their internal vibrations [64]. The TIP4P/Ice model [65] is a modification of the TIP4P model that can reproduce the real of ice. [Pg.326]

The surface of ice shows structural transitions, such as surface roughening and surface melting, at temperature, T, below T. The occurrence of structural transitions at the surface of ice causes alterations in the dynamic, mechanical, elastic, and electric properties of the surface. Moreover, anisotropy in structural transitions among several crystallographic plane surfaces of ice is vital for understanding habit changes of snow crystals [9]. Thus, the surface ofice near is an important subject [Pg.326]


Sohoeler U, Tews K FI and Kuhn FI 1974 Potential model of dye moleoule from measurements of the photoourrent in monolayer assemblies J. Chem. Phys. 61 5009-16... [Pg.2630]

For the carbonyl carbon Ij core level ionization, excellent quantitative agreement of the b parameters is found, both between the alternative calculations and between either calculation and experiment (see Section VLB.I). Given the spherical, therefore achiral, nature of the initial orbital in these calculations, any chirality exhibited in the angular distribution must stem from the final-state photoelectron scattering off the chiral molecular ion potential. Successful prediction of any non-zero chiral parameter is clearly then dependent on a reliable potential model describing the final state. At this level, there is nothing significant to choose between the potential models of the two methods. [Pg.288]

In the course of studies on the physicochemical properties of natural polymers in aqueous solution, attention has been drawn to pectic acid, i.e. poly (a-D)galacturonic acid as a potential model of a rigid polysaccharide. [Pg.609]

Fretland, D.J., Widomski, D.L., Anglin, C.P., Levin, S. and Gagjnella, T.S. (1990). Colonic inflammation in the rodent induced by phorbol-12-myristate-13-acetate a potential model of inflammatory bowel disease, effect of SC-41930. Gastroenterology 98, A449. [Pg.163]

Jedlovszky P, Vallauri R (1999) Temperature dependence of thermodynamic properties of a polarizable potential model of water. Mol Phys 97(11) 1157-1163... [Pg.255]

Figure 4.1 The mixed potential model of redox reaction on sulphide surface... Figure 4.1 The mixed potential model of redox reaction on sulphide surface...
Stephens, R. D., Remote Sensing Data and a Potential Model of Vehicle Exhaust Emissions, J. Air Waste Manage. Assoc., 44, 1284-1292 (1994). [Pg.941]

Strains originally bred for their differential sensitivity towards an experimental manipulation or a pharmacological agent, and subsequently recognized to be potential models of psychiatric disorders ... [Pg.137]

Pollmacher T, Holsboer, F. Sleep-wake disturbances in HIV-infected patients a potential model of the interactions between sleep and the immune system. Sleep Res Soc Bull 1996 2 37 12. [Pg.118]

The 5-potential model of single-walled doped fullerenes 19... [Pg.13]

Figure 3 The screening factor F(co) of Cgo calculated on the basis of (a) the classical dielectric model of infinitesimally thin CgQ, Fclass(< ) [43] and (b) the quantum mechanical 5-potential model of infinitesimally thin CgQ, (a>) [38,39]. The calculated data for Fclass(o>) were obtained assuming... Figure 3 The screening factor F(co) of Cgo calculated on the basis of (a) the classical dielectric model of infinitesimally thin CgQ, Fclass(< ) [43] and (b) the quantum mechanical 5-potential model of infinitesimally thin CgQ, (a>) [38,39]. The calculated data for Fclass(o>) were obtained assuming...
GABRB3 Gene Deficient Mice A Potential Model of Autism Spectrum Disorder Timothy M. DeLorey... [Pg.454]

Gyorffy, B.L. (1972). Coherent-potential approximation for a nonoverlapping muffin-tin potential model of random substitutional alloys, Phys. Rev. B 5, 2382-2384. [Pg.211]

Carbon tetrafluoride. Carbon tetra-fluoride, which undergoes a transition to a plastically crystalline (orientationally disordered) phase, has been investigated by the Parrinello-Rahman molecular dynamics method under constant-pressure conditions (6). A simple intermolecular potential model of the Lennard-Jones form was derived by taking into account the experimen-... [Pg.149]

Table 2. Approximate barrier heights in kJ mol 1 for different calculations and potential models of an isolated biphenyl molecule. [Pg.165]

Figure 21 Schematic illustrating the one-dimensional array of layers considered in the mixed potential model of nuclear fuel corrosion in a failed (flooded) nuclear waste container. Figure 21 Schematic illustrating the one-dimensional array of layers considered in the mixed potential model of nuclear fuel corrosion in a failed (flooded) nuclear waste container.
Figure 1.9 is the Pourbaix diagram for iron and some of its compounds in an aqueous system at 25°C. The equilibrium potential of the reaction Fe° = Fe2+ + 2e falls outside the stability region of water represented by dashed lines. Hence, measurement of the equilibrium electrode potential is complicated by the solvent undergoing a reduction reaction, while the iron is undergoing electrochemical oxidation. This is the basis of the mixed potential model of corrosion. [Pg.31]

By using the XPS chemical shifts and the charge potential model of Siegbahn et al (1 ) to calculate the net charge distribution, as described previously, we verify that the N atom is the primary reaction site for the PIM adsorbate (12). [Pg.336]

In this case, the solvent-induced H chemical shift of ca. 1 ppm is best explained by assuming a double-minimum potential model of the hydrogen-bond, ie. the existence of a rapid solvent-dependent proton-transfer equilibrium between (a) the covalent and (b) the ionic hydrogen-bonded complex. With increasing solvent polarity, the proton-transfer equilibrium is shifted in favour of the ionic complex (b). [Pg.384]

The simulation details such as force and energy calculation including the potential models of H2O and HsO are similar to the teehniques and methods described in the earher discussion. Unlike other simulations" " of an exeess proton in bulk water we... [Pg.183]

Bloom JC, Lewis HB, Sellers TS, Deldar A. The hematologic effects of cefonicid and cefazedone in the dog a potential model of cephalosporin hematotoxicity in man. Toxicol Appl Pharmacol 1987 90(l) 135-42. [Pg.493]

Aue WP, Roufosse AH, Gitmcher MJ, Griffin RG (1984) Solid-state phosphorus-31 nuclear magnetic resonance studies of synthetic solid phases of calcium phosphate potential models of hone mineral. Biochemistry 23 6110-6114... [Pg.269]

Figure 3. The site-site correlation functions of the short-range (solid lines) and full (symbols) potential models of acetonitrile at T = 298 K and p = 765 kg m 3. Figure 3. The site-site correlation functions of the short-range (solid lines) and full (symbols) potential models of acetonitrile at T = 298 K and p = 765 kg m 3.
Interaction potential models of water developed for computer simulations are typically fitted to the properties of the liquid phase. The most frequently used experimental data to be matched are the heat of vaporization (or the configurational internal energy), the structure at the level of pair correlations and the density. In the case of the most popular models tests have been carried out for further properties to check their performance Thanks to their classical, nonpolarizable character rigid planar models of water like the SPC/E and TIP4P are inexpensive to implement in computer simulations. In the following table we present some alternative parametrizations suggested in the literature recently. [Pg.109]

Haswell LE, Hewitt K, Thorne D et al (2010) Cigarette smoke total particulate matter increases mucous secreting cell numbers in vitro a potential model of goblet cell hyperplasia. Toxicol In Vitro 24(3) 981-987... [Pg.120]


See other pages where Potential Model of is mentioned: [Pg.418]    [Pg.254]    [Pg.792]    [Pg.247]    [Pg.510]    [Pg.276]    [Pg.219]    [Pg.303]    [Pg.303]    [Pg.151]    [Pg.264]    [Pg.65]    [Pg.240]    [Pg.137]    [Pg.193]    [Pg.126]    [Pg.349]    [Pg.153]   


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