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Deduce the crystal structure of a metal from its density (Example 5.3). [Pg.327]

Data Analysis Using Absorption Probability Density (Example Guanidinium Nitroprusside)... [Pg.520]

The integrated form for constant density (Example 3-4), applicable to both a BR and a PFR, showing the exponential decay of cA with respect to t (equation 3.4-10), or, alternatively, the linearity of In cA with respect to t (equation 3.4-11). [Pg.70]

Figure 4.44. Modulus/density examples versus density of polystyrene foams... Figure 4.44. Modulus/density examples versus density of polystyrene foams...
Figure 4.87. (a) Fluoropolymers density examples (g/cm ) (b) Fluoropolymers hardness (Shore D) and tensile strength... [Pg.476]

As already mentioned, thermohydrodynamics, the ideal gas law, and Eqns (2) or (4) can be used to compute vj for condensed expls at very low packing densities. Examples of this as computed by the writer from the results of Stesik Shvedova (Ref 5) are shown in Table 2... [Pg.292]

There are many applications of porous materials. Their ability to fill space with a minimum weight leads to their use in packaging. Lifejackets and rafts use porous materials because of their low density. Examples of their use as thermal insulators range from Styrofoam cups to heat shields for space craft. Aluminum baseball bats are filled with foam to dampen vibrations. The low elastic moduli and high elastic strains of foams lead to use as cushions and mattresses. Filters are made from porous materials. [Pg.202]

The behaviour shown in Figure 7.16 is, in some respects, typical of other gases investigated. In particular, the behaviour found for helium at 77 K by Fox et al. (1977), in which (Ap) falls gradually from the extrapolated low density and high temperature line, has been observed for a number of other gases at moderate densities. Examples include the work of McNutt... [Pg.340]

From the direction cosines associated with each coupling, comparisons can be made with specific molecular directions known from the x-ray crystal structure, in particular enabling the identification of the major sites of unpaired spin density. Examples of studies to obtain free radical assignments are included. [Pg.500]

The Fourier transform equations show that the electron density is the Fourier transform of the structure factor and the structure factor is the Fourier transform of the electron density. Examples are worked out in Figures 6.14 and 6.15. If the electron density can be expressed as the sum of cosine waves, then its Fourier transform corresponds to the sum of the Fourier transforms of the individual cosine waves (Figure 6.16). The inversion theorem states that the Fourier transform of the Fourier transform of an object is the original object, hence the opposite signs in Equations 6.12.1 and 6.12.2. This theorem provides the possibility of using a mathematical expression to go back and forth between reciprocal space (structure factors) and real space (electron density), so that the phrase and vice versa is applicable here. [Pg.201]

Case d Amorphous balloons, Le., hollow amorphous spherical particles several microns in diameter, were observed in some cases. They are characterized by various expansion degrees. We observed that the balloons diameter increases with CO2 density. Examples of this morphology were observed during the study of the precipitation of Yttrium acetate (YAc) (superconductor precursors) from DMSO at 120 bar and 40 °C (Figure 3) and of Cefonicid (antibiotic) from DMSO at 150 bar and 60... [Pg.136]

First you must obtain the density of the N2 and the air at their respective conditions of temperature and pressure, and then calculate the specific gravity by taking a ratio of their densities. Example 3.6 covers the calculation of the density of a gas, and therefore, to save space, no units will appear in the intermediate calculations ... [Pg.249]

Second, there are the characteristics that depend on the neutron distribution in the system. These characteristics also have, usually, a direct dependence on the material densities. Examples of characteristics of this type, to be referred to as nucleonic characteristics, are breeding ratio, total power, power shape factor, and reactivity worth. The variation of the functional fiV/], denoting a general nucleonic characteristic, caused by a small but otherwise arbitrary variation 5N in the density distribution of the ith material, is... [Pg.240]

Many properties will behave smoothly with density. Examples are the coefficient of self-dilTusion, the enthalpy, entropy, and dielectric constant. The latter three properties do have a subtle critical anomaly a weak divergence of their first temperature derivative. [Pg.7]

Sion. Low bulk density materials (Pb < 0.2 g/cc) tend to cause solids conveying problems, either in the feed hopper or in the feed section of the extruder. Materials with irregularly shaped particles tend to have a low bulk density examples are fiber scrap or film scrap (flakes). When the bulk density is low, the mass flow rate will be low as well. Thus, the solids conveying rate may be insufficient to supply the downstream zones (plasticating and melt conveying) with enough material. Special devices and special extruders have been designed to deal with these low bulk density materials. A crammer feeder, as shown in Fig. 6.1, is a device used to improve the solids transport from the feed hopper into the extruder barrel. [Pg.192]

Sig fig note Density is not an exact number. The three sig figs in the density Example 2.12 do limit the number of sig figs in the answer. It is possible to measure the density more precisely so that it has more sig figs or to find a more precise density in the chemical literature. In... [Pg.50]

Equations 5.118 and 5.119 determine the small-current impedance spectrum as a function of the dimensionless cell current density. Examples of these spectra are shown in Figure 5.16. [Pg.417]

We will begin the discussion of continuous reactors with the ideal CSTR, first with a constant-density example and then with a variable-density example. The ideal PFR then will be treated, for the constant-density and then the variable-density case. To point out the differences between constant- and variable-density systems, and the differences between how the different reactors are treated, all of our analysis will be based on Reaction (4-B) and the rate equation given by Eqn. (4-13). [Pg.77]

The last ingredient is the assumption of local equilibrium even if the system as a whole is not at equilibrium. We can always express the extensive quantities in the form of local densities. Examples are... [Pg.259]


See other pages where Examples density is mentioned: [Pg.1382]    [Pg.949]    [Pg.183]    [Pg.11]    [Pg.488]    [Pg.1032]    [Pg.487]    [Pg.454]    [Pg.333]    [Pg.1205]    [Pg.212]    [Pg.678]    [Pg.1386]    [Pg.245]    [Pg.904]    [Pg.905]    [Pg.905]    [Pg.905]    [Pg.906]    [Pg.3904]    [Pg.25]    [Pg.439]    [Pg.32]    [Pg.262]    [Pg.722]    [Pg.593]   
See also in sourсe #XX -- [ Pg.26 ]

See also in sourсe #XX -- [ Pg.26 ]




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Data Analysis Using Absorption Probability Density (Example Guanidinium Nitroprusside)

Density-temperature diagram: example

Probability density function example

Tensile strength examples versus density of Polypropylene foams

Tensile strength versus density for PE foam example

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