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Degree of occupation

Inhalation of high concentrations of monochlorotoluenes will cause symptoms of central nervous system depression. Inhalation studies produced an LC q (rat, 4 h) of 7119 ppm for o-chlorotoluene (68). o- and Chlorotoluene are both considered moderately toxic by ingestion (Table 2). A study of the relationship between the electronic stmcture and toxicity parameters for a series of mono-, di-, and tri-chlorotoluenes has been reviewed (72). A thin-layer chromatographic method has been developed to assess the degree of occupational exposure of workers to chlorotoluenes by determining j -cblorobippuric... [Pg.54]

TABLE V. Dissociation Pressures and Degrees of Occupation of Gas Hydrates at 273°K30... [Pg.32]

Ion-radicals O2 generated on the surface interact fairly actively with molecules of various solvents. Peroxydes, hydroperoxydes, and other compounds may be produced as a result of such reaction. Due to low concentration of oxygen dissolved in the course of the experiment, small area of the film surface as well as low degree of occupation by charged molecules of chemisorbed oxygen (- 10 - 10 [55]) the accumulation rate of above products is low enough in this particular case. [Pg.210]

The Peierls distortion is not the only possible way to achieve the most stable state for a system. Whether it occurs is a question not only of the band structure itself, but also of the degree of occupation of the bands. For an unoccupied band or for a band occupied only at values around k = 0, it is of no importance how the energy levels are distributed at k = n/a. In a solid, a stabilizing distortion in one direction can cause a destabilization in another direction and may therefore not take place. The stabilizing effect of the Peierls distortion is small for the heavy elements (from the fifth period onward) and can be overcome by other effects. Therefore, undistorted chains and networks are observed mainly among compounds of the heavy elements. [Pg.96]

The reaction was simulated for chains of 30, 50, 100 and 150 units with reactive croups being in each site of the chain and for the chains of 100 units with the degree of occupation of reactive groups [dOj being equal to 0.5 and 0.25. For the last case two types of reactive groups distribution were considered the Bernoullian and regular distributions. Besides that the reaction for the polymolecular sample with Florv s FFD was simulated 2 100, u)= 0.5/. [Pg.29]

In the Figure 7 the kinetic curves for the model chains with some distribution of reactive croups along the chain are shown. The reaction was simulated for the degree of occupation of reactive groups 0.5 and... [Pg.34]

The data presented in this section show how the symmetry, the degree of occupation... [Pg.11]

The flotation of minerals is based on different attachment forces of hydrophobized and hydrophilic mineral particles to a gas bubble. Hydrophobized mineral particles adher to gas bubbles and are carried to the surface of the mineral dispersion where they form a froth layer. A mineral is hydrophobized by the adsorption of a suitable surfactant on the surface of the mineral component to be flotated. The hydrophobicity of a mineral particle depends on the degree of occupation of its surface by surfactant molecules and their polar-apolar orientation in the adsorption layer. In a number of papers the relationship was analyzed between the adsorption density of the surfactant at the mineral-water interface and the flotability. However, most interpretations of adsorption and flotation measurements concern surfactant concentrations under their CMC. [Pg.216]

Figure 5.3. A binding curve is simply a dose-response curve determined at the biomolecular level. In contrast to the dose-response curve determined on a whole organism, it is easier to ensure that the substance has good access to the protein, metabolism can be eliminated and the full range of a response will be available. In this graph, the binding curves of two different substances capable of binding to the same protein are shown. Substance A occupies 50% of the binding sites at one-tenth the concentration needed to bring about the same degree of occupancy with Substance B. Figure 5.3. A binding curve is simply a dose-response curve determined at the biomolecular level. In contrast to the dose-response curve determined on a whole organism, it is easier to ensure that the substance has good access to the protein, metabolism can be eliminated and the full range of a response will be available. In this graph, the binding curves of two different substances capable of binding to the same protein are shown. Substance A occupies 50% of the binding sites at one-tenth the concentration needed to bring about the same degree of occupancy with Substance B.
In what has been presented so far, it has been made clear that in the example of the hydrogen evolution reaction (h.e.r.), the degree of occupancy of the surface with adsorbed H (i.e., the radical intermediate) builds up with time after the electric current is switched on. The steady state of a reaction is defined as that state at which this buildup of intermediate radicals in the reaction has come to an end. As long as electronic instrumentation is present to keep control of the electrode potential (and the ambient conditions remain the same), the current density—the rate of electrical reaction per unit area—should then be constant. (This assumes a plentiful supply of reactants, i.e., no diffusion control.) It is advisable to add should be, because— particularly for electrode reactions on solids that involve the presence of radicals and are therefore subject to the properties of the surface—the latter may change relatively slowly (seconds) and a corresponding (and unplanned) change in reaction rate (observable in seconds and even minutes) may occur (Section 7.5.10). [Pg.557]

Bond [294] used comparisons between homogeneously and heterogeneously catalysed interconversions of unsaturated hydrocarbons to deduce that the reactive state of an adsorbed hydrocarbon may reasonably be assumed to be a jr-complex (see Sect. 3.2, p. 22). On this assumption, a molecular orbital model appropriate to a face-centred cubic metal was developed. By considering the direction of emergence and degree of occupation of the metal atomic orbitals at the (100), (110) and (111) faces, assuming that the atomic orbitals on the surface keep the same orientation as in the bulk metal, which may not be valid [295], he concluded that the (111) planes were least suited to the adsorption requirements of... [Pg.105]

Making use of relationship (19.37), these formulas may be easily generalized to cover the case of almost filled shells. Expression (20.13) is valid for any degree of occupation of the shells. If one shell, for example, the first one, is almost filled, then, according to (19.37)... [Pg.239]

Relationships between coefficients gk for different degrees of occupation of the subshells (the cases of almost and completely filled subshells) are described by equalities (20.35), (20.36) and (20.38). Therefore, for magnetic interactions one has additionally to consider such conditions only in the case of coefficient dk. Bearing in mind that k acquires only odd values and that the submatrix elements of operator Tk are diagonal with respect to seniority quantum number v, we find... [Pg.245]

From the above considerations of surface properties of catalysts, we may conclude that the quantity of adsorbed material is not necessarily a measure of the number (concentrations) of reaction intermediates present on that surface. The reactivity of particular species may vary with both surface position (crystallographic plane, or edge, corner, jog, etc.) and degree of occupancy of that surface. In addition, the effective concentration of those entities capable of reacting to yield product may be temperature dependent. In these several important respects, the kinetic behavior of adsorbed material differs from that usually regarded as characteristic of the homogeneous reactant. Since many of the terms used in discussions of rates of heterogeneous... [Pg.261]


See other pages where Degree of occupation is mentioned: [Pg.607]    [Pg.203]    [Pg.225]    [Pg.252]    [Pg.323]    [Pg.131]    [Pg.42]    [Pg.53]    [Pg.145]    [Pg.160]    [Pg.160]    [Pg.198]    [Pg.202]    [Pg.202]    [Pg.34]    [Pg.147]    [Pg.148]    [Pg.166]    [Pg.69]    [Pg.162]    [Pg.162]    [Pg.126]    [Pg.134]    [Pg.3]    [Pg.558]    [Pg.744]    [Pg.747]    [Pg.747]    [Pg.733]    [Pg.87]   
See also in sourсe #XX -- [ Pg.14 ]




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