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Surface position

On the basis of the template fold, side chain positions are divided into three categories core, surface, and boundary positions. Allowed residues at the core positions are Ala, Val, Leu, He, Phe, Tyr and Trp, and at the surface positions Ala, Ser, Thr, His, Asp, Asn, Glu, Gin, Lys and Arg. The combined... [Pg.367]

VOF or level-set models are used for stratified flows where the phases are separated and one objective is to calculate the location of the interface. In these models, the momentum equations are solved for the separated phases and only at the interface are additional models used. Additional variables, such as the volume fraction of each phase, are used to identify the phases. The simplest model uses a weight average of the viscosity and density in the computational cells that are shared between the phases. Very fine resolution is, however, required for systems when surface tension is important, since an accurate estimation of the curvature of the interface is required to calculate the normal force arising from the surface tension. Usually, VOF models simulate the surface position accurately, but the space resolution is not sufficient to simulate mass transfer in liquids. [Pg.341]

Refers to component B, base, backmixing, surface position or boiler... [Pg.721]

Figure 6.6 Real-time images of oxygen chemisorption at 290 K at a Cu( 11 ())- Cs overlayer, ctCs = 1.5 x 1014cm-2. The black dots identify identical surface positions in the three images. Note the transformation of the surface from rows running in the < 110 > direction to rows running in the < 100 > direction and also changes in the step structure. (Reproduced from Ref. 16). Figure 6.6 Real-time images of oxygen chemisorption at 290 K at a Cu( 11 ())- Cs overlayer, ctCs = 1.5 x 1014cm-2. The black dots identify identical surface positions in the three images. Note the transformation of the surface from rows running in the < 110 > direction to rows running in the < 100 > direction and also changes in the step structure. (Reproduced from Ref. 16).
It is frequently asserted that two weaknesses of STM are first that all atomic asperities in images need not necessarily correspond to atom surface positions and second that it is inherently difficult to establish the identity of imaged atoms when two or more surface species are involved. The latter need not, however, be a problem. In a study (for example) of the oxidation of ammonia at Cu(110) the oxygen and nitrogen adatoms form separate individual structures which run in the < 100 > and < 110 > directions, respectively, whereas under ammonia-rich conditions only imide species are formed, running in the < 110 > direction, with in situ XPS confirming their presence and the absence of surface oxygen (Chapter 5). [Pg.136]

In the frequency region where the i/(0H) vibrations of interfacial H20 are observed, the normal Raman scattering from the bulk solution can obscure the SERS of interfacial H20 if appropriate precautions are not taken. In the studies reported here, the SERS of interfacial H20 was acquired with the electrode surface positioned as close to the electrochemical cell window as possible to minimize contributions from the bulk solution. When altering the electrode potential to deposit Pb onto the Ag electrode surface, the electrode was pulled away from the window several mm, the surface allowed to equilibrate at the new conditions, and the electrode repositioned near the cell window for spectral acquisition. [Pg.400]

From the Co EXAFS results alone one cannot conclude whether the Co atoms are located at edges or basal planes but a comparison of the Co EXAFS data with the above Mo EXAFS results indicates that the edge position is the most likely one. This Co location is illustrated in Figure T For the unsupported catalysts, many of these "surface" positions may be present at internal edges (i.e., at the "domain" boundaries). Recently, direct evidence confirming the edge position has been obtained by combining MES results (to ensure that Co is present as Co-Mo-S in the samples studied) with ir spectroscopy (lU) or with analytical electron microscopy (l ) ... [Pg.88]

The vanadate equilibria are given in Table 7.7. The V02(0H)2 and V03(0H) anions are sorbed on positively charged sites on oxides and silicates at low pH, but sorption decreases with pH as the surface positive charge decreases. Consequently V is quite soluble at high pH and less soluble at low pH. [Pg.227]

Since the free electrons and holes in a crystal act. respectively, as free positive and negative valencies (we are dealing with ciystals with more or less sharply defined ionic bonds), it follows that the weak form of chemisorption is that in which the free valencies of the surface play no part, whereas strong chemisorption takes place when the free valence of the surface contributes to the bond, this valence being localized and attached to the valence of the adsorbed particle. We have the acceptor or donor form of strong chemisorption, depending upon which of the free valencies of the surface (positive or negative) is involved. [Pg.200]

Figure 3-29a shows an example. The surface position (x = 0) is in theory well known, and hence there is no need to allow x to vary. However, if the concen-... [Pg.289]

The Laplace equation in this form is general and applies equally well to geometrical bodies whose radii of curvature are constant over the entire surface to more intricate shapes for which the Rs, are a function of surface position. In the instance of constant radii of curvature across the surface, Eq. (2.68) reduces for several common cases. For spherical surfaces, R = R2 = R, where R is the radius of the sphere, and Eq. (2.68) becomes ... [Pg.187]

Flare, Float and Flare, Surface. A float flare is a pyrotechnic signal launched from an air craft to mark a location at sea. It floats on die surface and emits smoke and flare for up to one hour. A surface flare is a pyrotechnic item for use in surface position, ground or water, designed to produce a single source of intense light for purposes such as illumination of airport runway and warning of infiltrating enemy troops... [Pg.452]

In Chapter 11 (Sections 11.4 and 11.6) we implicitly anticipated that the ion opposite in charge from the wall plays the predominant role in the double layer, the central observation of the Schulze-Hardy rule. This enters the mathematical formalism of the Gouy-Chapman theory in Equation (11.52), in which a Boltzmann factor is used to describe the relative concentration of the ions in the double layer compared to the bulk solution. For those ions that have the same charge as the surface (positive), the exponent in the Boltzmann factor is negative. This reflects the Coulombic repulsion of these ions from the wall. Ions with the same charge as the surface are thus present at lower concentration in the double layer than in the bulk solution. [Pg.591]

Fig. 4. Simplified version of Digby s semiconductor theory of biomineralization. In the arthropod (top) ions are continually diffusing out of the animal across the cuticle at different rates setting up a potential with the outer surface positive. This causes a flow of electrons leaving the inner surface rich in proteins and the outer surface with hydroxyl ions. The alkaline outer surface favors CaC03 formation. In molluscs (bottom) muscular movements cause salt flow through the periostracum followed by an alkaline reaction on the inside inducing CaC03 deposition. (After Simkiss445 )... Fig. 4. Simplified version of Digby s semiconductor theory of biomineralization. In the arthropod (top) ions are continually diffusing out of the animal across the cuticle at different rates setting up a potential with the outer surface positive. This causes a flow of electrons leaving the inner surface rich in proteins and the outer surface with hydroxyl ions. The alkaline outer surface favors CaC03 formation. In molluscs (bottom) muscular movements cause salt flow through the periostracum followed by an alkaline reaction on the inside inducing CaC03 deposition. (After Simkiss445 )...
The 6-hourly surface positions of the frontal system are shown in Figure 10. The front weakened south of Monterey, with only light precipitation reported during the frontal passage at Paso Robles and Van-denberg Air Force Base. The 0400-PST upper circulation patterns at the 500-mbar level for the period January 9-11 are shown in Figure 11. [Pg.473]

Actually Boltzmann considered only one-dimensional problems, in which case 8 = x, the distance from the initial slab surface position. Further, his concern was not so much with melting-freezing processes as with temperature-dependent physical properties. [Pg.78]


See other pages where Surface position is mentioned: [Pg.871]    [Pg.670]    [Pg.355]    [Pg.178]    [Pg.704]    [Pg.704]    [Pg.368]    [Pg.112]    [Pg.286]    [Pg.15]    [Pg.81]    [Pg.55]    [Pg.444]    [Pg.238]    [Pg.490]    [Pg.54]    [Pg.69]    [Pg.145]    [Pg.172]    [Pg.641]    [Pg.76]    [Pg.44]    [Pg.563]    [Pg.20]    [Pg.68]    [Pg.232]    [Pg.233]    [Pg.124]    [Pg.277]    [Pg.298]    [Pg.99]    [Pg.150]    [Pg.402]    [Pg.351]    [Pg.120]   
See also in sourсe #XX -- [ Pg.79 , Pg.87 ]




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