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Site potential calculations

We have calculated the Bloch Spectral Functlonii (BSF) at the Fermi energy, AB(k, F), for fee CucPdi.c and CUcPti.c, random alloys for various value of c. Die site potentials used have been obtained ab initio via the relativistic LDA-KKR-CPA method at the lattice parameters corresponding to the total energy minimum. [Pg.302]

Figure 1. Relativistic KKR-CPA D.O.S. for Cuo.73Pto.23 as calculated by a) special directions method (continuos line) b) Zeno s method (long dashed line) c) Zeno s method but in a fet lattice with c/a l (dotted line). The site potentials are in the ASA fonn. Figure 1. Relativistic KKR-CPA D.O.S. for Cuo.73Pto.23 as calculated by a) special directions method (continuos line) b) Zeno s method (long dashed line) c) Zeno s method but in a fet lattice with c/a l (dotted line). The site potentials are in the ASA fonn.
Figure 5-3. Active site and calculated PES properties for the reactions studied, with the transferring hydrogen labelled as Hp (a) hydride transfer in LADH, (b) proton transfer in MADH and (c) hydrogen atom transfer in SLO-1. (i) potential energy, (ii) vibrationally adiabatic potential energy, (iii) RTE at 300K and (iv) total reaction path curvature. Reproduced with permission from reference [81]. Copyright Elsevier 2002... Figure 5-3. Active site and calculated PES properties for the reactions studied, with the transferring hydrogen labelled as Hp (a) hydride transfer in LADH, (b) proton transfer in MADH and (c) hydrogen atom transfer in SLO-1. (i) potential energy, (ii) vibrationally adiabatic potential energy, (iii) RTE at 300K and (iv) total reaction path curvature. Reproduced with permission from reference [81]. Copyright Elsevier 2002...
Suspension Model of Interaction of Asphaltene and Oil This model is based upon the concept that asphaltenes exist as particles suspended in oil. Their suspension is assisted by resins (heavy and mostly aromatic molecules) adsorbed to the surface of asphaltenes and keeping them afloat because of the repulsive forces between resin molecules in the solution and the adsorbed resins on the asphaltene surface (see Figure 4). Stability of such a suspension is considered to be a function of the concentration of resins in solution, the fraction of asphaltene surface sites occupied by resin molecules, and the equilibrium conditions between the resins in solution and on the asphaltene surface. Utilization of this model requires the following (12) 1. Resin chemical potential calculation based on the statistical mechanical theory of polymer solutions. 2. Studies regarding resin adsorption on asphaltene particle surface and... [Pg.452]

The electrostatic potential calculations have shown that the minor groove of AT rich B-DNA sequence has the lowest negative potential.15 This led to the implication that the cationic drugs will exhibit binding specificity to the minor groove regions of AT rich sequences. The crystal structure of a DNA distamycin complex showed that there is only one molecule bound to the minor groove of an AATT DNA site.2 However, experimental studies... [Pg.155]

For historical reasons, the incompressible lattice-fluid system description is used, even if the distribution of one of the components is coupled to the distribution of vacant sites. Constant pressure SCF calculations are the same as constant chemical potential calculations for the vacant sites. These conditions are used below. [Pg.57]

Figure 5.12 shows how and ions are distributed between Ml and M2 sites in the (Mg, Ni)2Si04 mixture at various T (P = I bar). Experimentally observed distributions are compared with the results of static interionic potential calculations carried out at two different values of the hardness factor p (cf. section 1.11.2). [Pg.244]

The electrode potential, E, is the external variable driving electrode reactions, as appears in eqn. (80), but only the total potential difference between the electrode and electrolyte can be controlled and measured experimentally. Local distributions of potential at the electrode interface can only be taken into account through the use of a model for the electrical interface and the location of the reaction site. A calculation... [Pg.30]

In the oxygen VER experiments (3) the n = 1 vibrational state of a given oxygen molecule is prepared with a laser, and the population of that state, probed at some later time, decays exponentially. Since in this case tiojo kT, we are in the limit where the state space can be truncated to two levels, and 1/Ti k, 0. Thus the rate constant ki o is measured directly in these experiments. Our starting point for the theoretical discussion is then Equation (14). For reasons discussed in some detail elsewhere (6), for this problem we use the Egelstaff scheme in Equation (19) to relate the Fourier transform of the quantum force-force time-correlation function to the classical time-correlation function, which we then calculate from a classical molecular dynamics computer simulation. The details of the simulation are reported elsewhere (4) here we simply list the site-site potential parameters used therein e/k = 38.003 K, and a = 3.210 A, and the distance between sites is re = 0.7063 A. [Pg.695]

Figure 7 Calculated negative electrostatic potential for cM-[PdCl2(PH3)2] (left) and /ao[RhCl3(PH3)3] (right) identifying recognition sites (potential minima, deep blue) for hydrogen bond donors. Reproduced with permission from L. Brammer, J. K. Swearingen, E.A. Bruton and P. Sherwood, Proc. Natl. Acad. Sci. USA, 99, 4956-61 (2002). Copyright 2002 National Academy of Sciences, USA (see also Plate 5). Figure 7 Calculated negative electrostatic potential for cM-[PdCl2(PH3)2] (left) and /ao[RhCl3(PH3)3] (right) identifying recognition sites (potential minima, deep blue) for hydrogen bond donors. Reproduced with permission from L. Brammer, J. K. Swearingen, E.A. Bruton and P. Sherwood, Proc. Natl. Acad. Sci. USA, 99, 4956-61 (2002). Copyright 2002 National Academy of Sciences, USA (see also Plate 5).
A new and very promising application of the calculation of electrostatic potential from experimental electron density is its modeling by point charges and dipole moments [43b,53,54]. When the potential calculated from a k refinement [11 a] is fitted by point charges at the atomic sites, the resulting charges are not dependent of the molecular conformation [56] and the fit is excellent outside the van der Waals envelope of the molecule. Figure 21 shows the potential calculated in the peptide plane from the K refinement of AcPhe (Eqs. 24,25) and its fitted potential. [Pg.289]

The charge distribution in sodium forms of faujasites was investigated by Beran and Dubsky (102, 103). A fragment of the potential surface corresponding to the localization of Na+ ion near two four-membered windows of X- and Y-type zeolites (S, sites) was calculated, and the estimated activation energy for the ion migration between two equivalent positions was found to be 5 kcal/mol. [Pg.175]

The electrostatic potential calculated at neutral pH is positive in the phosphate-binding site defined in the other three structures while it is negative at neutral pH in the phosphate-binding site proposed in the 2-deoxy-glucitol-6-phosphate complex structure. [Pg.177]

Although a spinel lattice has been used by most simulations to date, there is some evidence that cations may also occupy interstitial sites of the fee oxygen sublattice that are not used in the spinel structure. A structure with 40% cahons in non-spinel sites has been put forward by Paglia and coworkers [77]. Their work combined atomic potentials calculations to survey thousands of possible cation arrangements in both spinel and non-spinel locations. Then PW91 optimizations were carried out for selected structures with the localized basis set code SIESTA. [Pg.353]

The energetic inhomogeneity of the surface along the x and y directions is not taken into account, but this is not expected to affect the results significantly at 308 and 333 K [39]. The cross interaction potential parameters between different sites were calculated according to the Lorentz-Berthelot rules Oap = aa + and eafi= ( The potential energy t/ due to the walls inside the slit pore model for each atom of the CO2 molecule is given by the expression C/ = + Uw(H-r where H is the distance between the carbon centers across... [Pg.547]


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See also in sourсe #XX -- [ Pg.116 , Pg.295 ]




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Potential calculation

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