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Surface models Complex surfaces

Both models have been described theoretically and verified experimentally. Because of the complex surface structure of real samples, no quantification algorithm based on physical models is yet available. [Pg.112]

With s/c = 0.8 and a = 75°, the value of A is then about 10. The total cooled surface area is found to be greater than the. surface area of the blade profiles alone because of the presence of cooled end-wall surfaces (adding another 30-40% of surface area), complex trailing edges and other cooled components. It would appear from an examination of practical engines that A(rpg/cp. ) could reasonably be given a value of about 20. Eq. (A4) then provides the basic form on which a cooling model can be based. [Pg.184]

Fig. 19 Model for surface effects in laponite-supported bis(oxazoline)-copper complexes... Fig. 19 Model for surface effects in laponite-supported bis(oxazoline)-copper complexes...
An evaluation of the fate of trace metals in surface and sub-surface waters requires more detailed consideration of complexation, adsorption, coagulation, oxidation-reduction, and biological interactions. These processes can affect metals, solubility, toxicity, availability, physical transport, and corrosion potential. As a result of a need to describe the complex interactions involved in these situations, various models have been developed to address a number of specific situations. These are called equilibrium or speciation models because the user is provided (model output) with the distribution of various species. [Pg.57]

Without any doubt, the zeolite framework porous characteristics (micropores sizes and topology) largely govern the zeolite properties and their industrial applications. Nevertheless for some zeolite uses, as for instance, host materials for confined phases, the zeolite inner surface characteristics should be precised to understand their influence on such low dimensionality sorbed systems. In that paper, we present illustrative examples of zeolite inner surface influence on confined methane phases. Our investigation extends from relatively complex zeolite inner surface types (as for MOR structural types) to the model inner surface ones (well illustrated by the AFI zeolite type). Sorption isotherm measurements associated with neutron diffraction experiments are used in the present study. [Pg.73]

The vanadium complex 159, bearing oligometallasilsesquioxanes, is an interesting model complex for surface species on silica [257]. Polymerization of ethylene with 159/MAO affords polyethylene with an Mn value of 2100 and an Mw value of 47900. An aluminum-vanadium adduct 160 polymerized ethylene without any cocatalysts, affording similar catalytic activity with the 159/MAO system [258]. [Pg.40]

The Michaelis-Menten equatioa 10.2-9, is developed in Section 10.2.1 from the point of view of homogeneous catalysis and the formation of an intermediate complex. Use the Langmuir-Hinshelwood model of surface catalysis (Chapter 8), applied to the substrate in liquid solution and the enzyme as a colloidal particle with active sites, to obtain the same form of rate law. [Pg.276]

Traditional approaches to explore catalysts are generally based on indirect chemical and spectroscopic methods. Constructions of structural or mechanistic models of reactions on the surfaces of complex catalysts based on such methods often provide... [Pg.199]

Figure 6.16 Proposed chemical interaction of Pt complexes with an alumina surface, which involves surface-ligand exchange of either surface OH for Cl ligands (model B1) or Cl ligands from the CPA complex for surface hydroxyls (model B2). (From Shelimov, B., Lambert, J.-F., Che, M., and Didillon, B., J. Mol. Catal. 158, 2000, 91.)... Figure 6.16 Proposed chemical interaction of Pt complexes with an alumina surface, which involves surface-ligand exchange of either surface OH for Cl ligands (model B1) or Cl ligands from the CPA complex for surface hydroxyls (model B2). (From Shelimov, B., Lambert, J.-F., Che, M., and Didillon, B., J. Mol. Catal. 158, 2000, 91.)...
With a chapter on particle-particle interaction (coagulation) the characteristics of particles and colloids as chemical reactants are discussed. Since charge, and in turn the surface potential of the colloids is important in coagulation, it is illustrated how in simple cases the modelling of surface complex formation permits the calculation of surface charge and potential. The role of particle-particle interaction in natural water and soil systems and in water technology (coagulation, filtration, flotation) is exemplified. [Pg.8]

The first MC (16) and MD (17) studies were used to simulate the properties of single particle fluids. Although the basic MC (11,12) and MD (12,13) methods have changed little since the earliest simulations, the systems simulated have continually increased in complexity. The ability to simulate complex interfacial systems has resulted partly from improvements in simulation algorithms (15,18) or in the interaction potentials used to model solid surfaces (19). The major reason, however, for this ability has resulted from the increasing sophistication of the interaction potentials used to model liquid-liquid interactions. These advances have involved the use of the following potentials Lennard-Jones 12-6 (20), Rowlinson (21), BNS... [Pg.23]

Surface complexation models for the oxide-electrolyte interface are reviewed two models for surface hydrolysis reactions are considered (diprotic surface groups and monoprotic surface groups) and four models for the electric double layer (Helmholtz,... [Pg.54]

Surface complexation models attempt to represent on a molecular level realistic surface complexes e.g., models attempt to distinguish between inner- or outer-sphere surface complexes, i.e., those that lose portions of or retain their primary hydration sheath, respectively, in forming surface complexes. The type of bonding is also used to characterize different types of surface complexes e.g., a distinction between coordinative (sharing of electrons) or ionic bonding is often made. While surface coordination complexes are always inner-sphere, ion-pair complexes can be either inner- or outer-sphere. Representing model analogues to surface complexes has two parts stoichiometry and closeness of approach of metal ion to... [Pg.117]

In surface-complexation models, the relationship between the proton and metal/surface-site complexes is explicitly defined in the formulation of the proposed (but hypothetical) microscopic subreactions. In contrast, in macroscopic models, the relationship between solute adsorption and the overall proton activity is chemically less direct there is no information given about the source of the proton other than a generic relationship between adsorption and changes in proton activity. The macroscopic solute adsorption/pH relationships correspond to the net proton release or consumption from all chemical interactions involved in proton tranfer. Since it is not possible to account for all of these contributions directly for many heterogeneous systems of interest, the objective of the macroscopic models is to establish and calibrate overall partitioning coefficients with respect to observed system variables. [Pg.164]


See other pages where Surface models Complex surfaces is mentioned: [Pg.169]    [Pg.111]    [Pg.924]    [Pg.1770]    [Pg.445]    [Pg.250]    [Pg.603]    [Pg.129]    [Pg.221]    [Pg.281]    [Pg.87]    [Pg.162]    [Pg.219]    [Pg.96]    [Pg.454]    [Pg.466]    [Pg.18]    [Pg.355]    [Pg.743]    [Pg.306]    [Pg.199]    [Pg.202]    [Pg.263]    [Pg.356]    [Pg.335]    [Pg.325]    [Pg.243]    [Pg.254]    [Pg.253]    [Pg.80]    [Pg.86]    [Pg.186]   
See also in sourсe #XX -- [ Pg.98 ]




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Adsorption from electrolyte solutions Surface complexation models

Adsorption surface complexation models

Charge balances, triple-layer model surface complexes

Chemical surface complexation models

Complex model

Complexation modeling

Complexation models

Complexity models

Constant-capacitance surface complexation model, applications

Deficiencies of surface complexation models

Diffuse layer model metal surface complexation constants

Electrical interfacial layer surface complexation model

Ligand exchange surface complex model

Metals surface complexation models

Models complexation model

Models of surface complexation

Multisite surface complexation model

Solution-phase reactions, surface complexation models

Surface Complexation Models Statistical Mechanics

Surface charge complexation model

Surface complex

Surface complex formation model

Surface complex model

Surface complex model

Surface complex model activity coefficients

Surface complex triple-layer model

Surface complexation

Surface complexation model

Surface complexation model

Surface complexation model activity coefficients

Surface complexation model characteristics

Surface complexation model structure

Surface complexation modeling

Surface complexation models (SCMs

Surface complexation models Stem layer model

Surface complexation models Stem model

Surface complexation models acid-base properties

Surface complexation models adsorption experiments

Surface complexation models approximation

Surface complexation models capacitance values

Surface complexation models continuous heterogeneity

Surface complexation models diffuse layer model

Surface complexation models electrolyte-binding constants

Surface complexation models equation

Surface complexation models external surfaces

Surface complexation models interactions

Surface complexation models microscopic data

Surface complexation models modeling procedures, consistencies

Surface complexation models oxide-solution interface

Surface complexation models particle geometry

Surface complexation models particle morphology

Surface complexation models proton uptake

Surface complexation models protonation mechanism

Surface complexation models reactions

Surface complexation models site concentration

Surface complexation models solid-solution interface

Surface complexation models temperature dependence

Surface complexation models titrations

Surface potential complexation model

The Structure of Surface Complexation Models

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