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Shape and Size Dependency

Catalysts. Commercial sulfuric acid catalysts typically consist of vanadium and potassium salts supported on sUica, usually diatomaceous earth (see Diatomite). Catalyst peUets are available in various formulations, shapes, and sizes depending on the manufacturer and the particular converter pass in which they are to be used. A detailed discussion of oxidation catalysts for sulfuric acid production is available (107). [Pg.187]

S. Link and M. A. El-Sayed, Shape and size dependence of radiative, non-radiative and photothermal properties of gold nanocrystals. Int. Rev. Phy. Chem. 19(3), 409-453 (2000). [Pg.287]

This chapter deals with the selective preparation, TEM/EXAFS/XPS characterization and catalysis of mono- and bimetallic nanowires and nanoparticles highly ordered in silica FSM-16, organosilica HMM-1 and mesoporous silica thin films. The mechanism of nanowire formation is discussed with the specific surface-mediated reactions of metal precursors in the restraint of nanoscale void space of mesoporous silica templates. The unique catalytic performances of nanowires and particles occluded in mesoporous cavities are also reviewed in terms of their shape and size dependency in catalysis as well as their unique electronic and magnetic properties for the device application. [Pg.600]

Tho vessel holding the solution is of any convenient form, and is provided with agitators of all shapes and sizes, depending upon the whim or caprice of each... [Pg.737]

A chemical reactor is a vessel in which reactants are converted to products through chemical reactions. This vessel takes many shapes and sizes depending upon the nature of the chemical reaction. The choice of a suitable laboratory reactor depends upon the nature of the reaction system (fluid-solid catalytic, fluid-solid noncatalytic, fluid-fluid, etc.), the nature of the required kinetic or thermodynamic data, or the feasibility of operation. The important parameters for a successful reactor design are the following ... [Pg.1]

For nanoparticles, these two shape and size dependent energies are significant and comparable in magnitude. Depending on the sign of ks, they can add or partially cancel. [Pg.245]

To this group belong peas, beans, lentils, soybeans, and peanuts. All of them have fruits in the form of pods. Their shape and size depend on the cultivar. Inside the pod are seeds used as raw material in the food industry. [Pg.20]

As in the case of balling drums and, to a certain degree, in mixers, shape and size depend on the growth mechanism taking place in the granulating disc. [Pg.165]

Chen, I.C., et al. Shape- and size-dependent patterns in self-oscillating polymer gels. Soft Matter 7(7), 3141-3146 (2011)... [Pg.218]

The appearance of anomalous HO elution patterns has been interpreted In two wqys (ref. 48). The first explanation is based on computer simulations of HD elution profiles of ligand-mediated association-dissociation equilibria of the macromolecule (ref. 41). The initially narrow band of N departs from the top of the chromatographic column and starts to equilibrate with the solution of L to form complexes ML, M2L etc. just as in the normal HD runs. Simultaneously, the concentration of M and its complexes decrease continuously as their band spreads, and these complexes will dissociate. Typically, a trailing elution profile of the ost peak is formed. The exact peak shape and size depends on the mode and strength of associations and on the concentration of components (ref. 41). The accordance of the theoretical predictions with actual experimental model systems has not been tested. [Pg.362]

Red blood cells (RBCs) are biconcave particles and their detailed shape and size depend on the RBC type. The human RBC may be considered a disc with a diameter of 6.6 pm and a thickness of 2 pm, its volume thus being of the order of 10 pm. The RBCs occupy about 40 to 50 vol % of our blood. [Pg.18]

Transducers come in a variety of shapes and sizes, depending on their use. They also are designed to emit different frequencies. Higher frequencies produce a more detailed image however, they do not penetrate as deeply. In addition, transducers are designed to focus at different depths, depending on their intended use. Transducers can be placed over the skin or within a body cavity, such as the vagina or rectum. [Pg.1881]

The electrodes used with pH meters come in mary shapes and sizes, depending on their intended use. Electrodes have even been developed that are so small that they can be inserted into single living cells in order to monitor the pH of the cell medium. Pocket-size pH meters are also available for use in environmental studies, in monitoring industrial effluents, and in agricultural work. [Pg.625]

H. Chen et ah, Shape- and size-dependent refractive index sensitivity of gold nanoparticles, Langmuir, 24(10), 5233-5237 (2008). [Pg.618]

One of the principal difficulties is due to the ability of many fillers to exhibit a variety of particle shapes and sizes depending on the work done in dispersing them. Their effective shape and size can therefore vary at any stage of composite formation and use. In principle one would like to characterise them in situ. This is, however, far less easy than characterising the initial particulate material itself and one is usually reduced to trying to carry out measurements under conditions that will represent as near as possible those encountered in use. In this context, the concept of effective particle, which is the size and shape achieved in the actual application, is a very useful one to keep in mind and is returned to later in this chapter. [Pg.556]

The ceramics structure data, from analysis of the fracture images obtained by AFM in "height" and "Mag-cos" modes (figures 9 and 10) prove the X-ray data In all cases the material consists of polycrystalline blocks, which shape and size depend on the dopant. The... [Pg.53]

The electron may be visualized as a three-dimensional cloud, an electron cloud, about the proton. The CLOUD (electron) density at any distance from the nucleus is related to the chance of finding the electron at that distance. For the Is state in H (Fig. 6.17), the electron density is a maximum at the nucleus, decreases rapidly as t increases, and becomes practically zero at about 2 x 10 cm. Thus, the shorter the distance, the more effectively the proton holds the electron. The electron likes to be near the attractive nucleus, but is too nervous to stand still. The outer diameter of the electron cloud is not exactly definable see Fig. 6.18. We may portray the electron cloud as possessing a shape and size depending upon the energy of the electron. [Pg.89]


See other pages where Shape and Size Dependency is mentioned: [Pg.40]    [Pg.246]    [Pg.85]    [Pg.17]    [Pg.610]    [Pg.47]    [Pg.323]    [Pg.488]    [Pg.190]    [Pg.614]    [Pg.345]    [Pg.249]    [Pg.234]    [Pg.2]    [Pg.376]    [Pg.649]    [Pg.648]    [Pg.691]    [Pg.95]   


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