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Surface weight

Another major difference between the use of X rays and neutrons used as solid state probes is the difference in their penetration depths. This is illustrated by the thickness of materials required to reduce the intensity of a beam by 50%. For an aluminum absorber and wavelengths of about 1.5 A (a common laboratory X-ray wavelength), the figures are 0.02 mm for X rays and 55 mm for neutrons. An obvious consequence of the difference in absorbance is the depth of analysis of bulk materials. X-ray diffraction analysis of materials thicker than 20—50 pm will yield results that are severely surface weighted unless special conditions are employed, whereas internal characteristics of physically large pieces are routinely probed with neutrons. The greater penetration of neutrons also allows one to use thick ancillary devices, such as furnaces or pressure cells, without seriously affecting the quality of diffraction data. Thick-walled devices will absorb most of the X-ray flux, while neutron fluxes hardly will be affected. For this reason, neutron diffraction is better suited than X-ray diffraction for in-situ studies. [Pg.651]

Is there a correlation between the shock number, surface weight-on-bit, rate of penetration, and RPM Explain. [Pg.1036]

Tension Casing suspended at the surface. Weight reduction due to buoyancy effect is ignored. Safety factor = 1.6. [Pg.1160]

The first term is related to the (surface weighted) average size, whereas the second is a function of the microstrains. The first term is the same for all peaks, whereas the second depends on the interplanar spacing, "d", of the diffraction planes, and is proportional to 1/d. The... [Pg.385]

Equation (li ) can be used to calculate uncorrected diameter averages. For the number, surface, volume, specific surface, weight and turbidity diameter averages (their definitions have been stated elsewhere (11,12), the following relations can be derived ... [Pg.65]

Surface Weight thickness of Au film, Nm Average size of particle in film, Nm Metal-coated fraction of surface Coefficient of heterogeneous deactivation, r He Kr Xe ... [Pg.330]

Arithmetic Length Surface 2 m/3/2 nd1 Volume-surface or surface-weighted mean, dvs... [Pg.159]

FPSA surface weighted charged partial surface area... [Pg.185]

Surface-weighted data, which are more representative of short-range contaminations, indicate that the glassfill scenario is much more detrimental to the environment than every other case. The hypothetical glassroad , on the other hand, would have less of an impact on soils and natural waters than the use of fertilizers on soils. [Pg.405]

In practice, the horizontal axis is generally scaled in terms of droplet diameter, so that, for example, a surface-weighted distribution can be transformed to a volume-... [Pg.161]

Many of the averages and mean droplet diameters in current use may be expressed in terms of the moments of the various weighted size distributions. For example, the first moment of the surface-weighted size distribution is given by the expression... [Pg.162]

Because the inequalities among the various mean diameters are usually strengthened when the drop sizes are widely dispersed, the ratio of some higher-order moment to a lower-order moment is often useful as a measure of the dispersion of the drop sizes. For example, the coefficient of variation for the surface-weighted size distribution is a function of the ratio of the weight-weighted mean drop size to the volume-surface mean drop size. The variance of the drop-size distribution may also be expressed in terms of the moments of the unweighted size distribution. [Pg.163]

Results of this type have proved of value in experimental investigations involving surface-volume relations. Of particular interest is the fact that specific surface is inversely proportional to the first moment of the surface-weighted size distribution, and this moment, in turn, is equal to the harmonic mean of the volume-weighted size distribution. [Pg.163]

Table I lists some of the basic mathematical expressions of importance in droplet statistics. The expressions are given in terms of an arbitrary ptb-weighted size distribution. The specific forms are obtained for various integral values of p. For example, the substitution of p = 2 into the equations of Table I yields the cumulative distribution, arithmetic mean, variance, geometric mean, and harmonic mean of the surface-weighted size distribution. Analogous expressions valid for frequencies or mass distributions are obtained by setting p equal to 0 or 3, respectively. Table I lists some of the basic mathematical expressions of importance in droplet statistics. The expressions are given in terms of an arbitrary ptb-weighted size distribution. The specific forms are obtained for various integral values of p. For example, the substitution of p = 2 into the equations of Table I yields the cumulative distribution, arithmetic mean, variance, geometric mean, and harmonic mean of the surface-weighted size distribution. Analogous expressions valid for frequencies or mass distributions are obtained by setting p equal to 0 or 3, respectively.
Preparation and characterization of the metal deposits. Pt deposit was made by impregnation with PtClg and reduction in H2at 753 K. The Pt particle size distribution was determined by transmission electron microscopy (TEM) (8, 9 ) (Figure 3) and H2, O2 chemisorptions and titrations (43). The Pt particle size distribution was narrow with a surface weighted mean diameter of ca. 2 mn, almost independent of the Pt content between 0.5 and 10 wt (9 ), provided the preparation method, which includes a treatment in O2 before the reduction, was thoroughly followed. [Pg.31]

There are problems in determining crystallite size from line broadening alone, since factors other than crystallite size contribute to the broadening, including local strain in the crystallites and shape anisotropy. Some of these problems can be overcome by the use of Fourier analysis of the peak shape. The cosine coefficients of the Fourier series can be used to determine a surface weighted average size for the crystallites. [Pg.119]

Molecular-Surface Weighted Holistic Invariant Molecular... [Pg.15]

If the density of the material is p, then the specific surface (weight basis) is... [Pg.334]

Volume surface-weighted mean diameter d,s = di = S3 /S2 Volume moment-weighted mean diameter d,m = dt 3 = S4/S3... [Pg.176]

Table 5.3. Fat globule size (volume surface-weighted mean diameter, dys) in milk... Table 5.3. Fat globule size (volume surface-weighted mean diameter, dys) in milk...
The average diameter given by chemisorption is a surface weighted value (average diameter such that a sample comprising sphem with a diameter d would have the same specific metallic swface as the sample under consideration. [Pg.35]

The attenuation coefficients themselves are defined in terms of thickness of material or surface weight of material. This is just using a thickness x (cm) or a surface weight iglcm) where p is the density (in g/cm ). The number of primary photons n removed from a beam of n photons is... [Pg.132]


See other pages where Surface weight is mentioned: [Pg.1017]    [Pg.1031]    [Pg.259]    [Pg.134]    [Pg.177]    [Pg.477]    [Pg.13]    [Pg.404]    [Pg.405]    [Pg.405]    [Pg.162]    [Pg.162]    [Pg.163]    [Pg.12]    [Pg.53]    [Pg.219]    [Pg.175]    [Pg.175]    [Pg.176]    [Pg.270]    [Pg.271]    [Pg.114]    [Pg.40]    [Pg.191]    [Pg.54]    [Pg.54]    [Pg.432]    [Pg.432]   
See also in sourсe #XX -- [ Pg.237 , Pg.397 ]




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Catalytically Active Surface Area Per Unit Weight of Catalyst

Drop weight method, surface tension

Drop weight method, surface tension measurement

Molecular descriptor area-weighted surface charge

Structural descriptors area-weighted surface charge

Surface area/weight

Surface force drop weight method

Surface mobile layer molecular weight

Surface model construction Weight

Surface properties molecular weight dependence

Volume surface-weighted mean

Volume surface-weighted mean diameter

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