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Microstraining

Microstrainers. Microstrainers are rotating steel screens with extremely fine stainless steel mesh (85—170 perforations per square centimeter (13—26/in. )). The flowing Hquid enters the open end of the dmm and passes through the mesh to the effluent end. The mesh traps soHd impurities and rotates with the dmm. A wash-water spray washes the trapped soHds into a hopper for final disposal. The mesh is washed with filtered effluent discharged from jets fitted into the dmm and then exposed to uv radiation to inhibit microbial growth. The mesh is washed with chlorine water at intervals of 7 to 28 days in order to control slime growth removal efficiencies are 30—55% of the appHed BOD and 40—60% of suspended soHds. [Pg.293]

Strain is defined as the deformation of a material divided by a corresponding undeformed dimension. The units of strain are meter per meter (m/m) or inch per inch (in./in.). Since strain is often regarded as dimensionless, strain measurements are typically expressed either as a percentage deformation or in microstrain units. One microstrain is defined as 10-6 m/m or in./in. [Pg.46]

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]

Other information that can be obtained from a wide-angle diffraction pattern includes the detection of stacking faults and microstrains, the lattice parameters, and the mean-square amplitude of vibratioiu... [Pg.386]

In a series of studies of carefully prepared catalysts of Pt on silica gel (7,10-12) we have shown that the Pt particles are equi-axed, (and de-finitely not cuboidal as is often assumed) that the size (or percent metal exposed) agrees with results from hydrogen chemisorption, and that the particles are free of microstrain faults or twins, except when the average size is similar to the pore size of the support. In this latter case, the particles are elongated, and there is microstrain, probably due to differ-... [Pg.387]

Figure. 1 Structural parameters variations of the evaporated and sol-gel samples for the main crystalline phases average grain dimension (a), unit cell mass modifications Am (b), lattice microstrain factor (c), lattice profile anisotropy factor AO (d). Figure. 1 Structural parameters variations of the evaporated and sol-gel samples for the main crystalline phases average grain dimension <D> (a), unit cell mass modifications Am (b), lattice microstrain factor <S> (c), lattice profile anisotropy factor AO (d).
Morales, J. Tirado, J.L. Macias, M. (1984) Changes in crystallite size and microstrains of hematite derived from the thermal decomposition of synthetic akaganeite. J. Solid State Chem. 53 303-312... [Pg.609]

Mix detaiis Admixture Mix designation Observed creep microstrain Increase in creep over piain mix (%)... [Pg.110]

It can be seen, therefore, that on typical paste shrinkage in the region of 4000 microstrain, that some 30-40% of this could be accounted for by the sulfate component. An important point to note is that the sulfate reaction has a negative influence on shrinkage and, therefore, acts as a restraint to creep and shrinkage as the reaction proceeds. It was noted in an earlier section that the addition of a water-reducing admixture delays ettringite reactions and could be a possible mechanism by which the volume deformations are increased. [Pg.115]

Transmission electron micrographs (TEM) of submicrometer-size particles show faceted particles, and selected area electron diffraction (SAED) patterns of isolated particles show that they are formed by a small number of crystallites (Fig. 9.2.14a), This result is consistent with the mean size of the crystallites, which can be inferred from the x-ray diffraction lines broadening analysis using a William-son-Hall plot (35) in order to take into account the contribution of microstrains to the line broadening. Over the whole composition range, the mean crystallite size is in the range 40-60 nm for particles with a mean diameter in the range 200-300 nm (Table 9.2.5) (33). [Pg.481]

Table 9.2.6 Mean Crystallite Size ( >) and Microstrains Coefficient (rj) Inferred from Williamson-Hall Plot for Powders in the FeCoNi System... Table 9.2.6 Mean Crystallite Size ( >) and Microstrains Coefficient (rj) Inferred from Williamson-Hall Plot for Powders in the FeCoNi System...
Increases in rms microstrain (e) with specimen elongation suggests that the crystallites are deforming plastically. Dislocation density in the PTFE is proportional to (s ). At the highest elongation studied, this density is of the order of IO " cm-2.19... [Pg.11]

Figure 2. Volumetric deformation of the bone matrix under maximum load. Values are in microstrain. Figure 2. Volumetric deformation of the bone matrix under maximum load. Values are in microstrain.
Figure 9 The production of local microstrains and distorted lattice cells by the inclusion of aluminate groups in the nickel lattice (Reproduced by permission from Preparation of Catalysts III, 1983, p. 256... Figure 9 The production of local microstrains and distorted lattice cells by the inclusion of aluminate groups in the nickel lattice (Reproduced by permission from Preparation of Catalysts III, 1983, p. 256...
Measurements of Crystallite Disorder in Catalysts. - Many authors have speculated that the unusual activity of a particular catalyst preparation might be related to the presence of microstrain within individual catalyst particles. Experimental observations to support this speculation are few however, since in any highly dispersed material it is difficult to separate the effects of microstrain from other effects such as crystallite size and active site concentration. One careful study measured the microstrain in nickel and copper catalysts49 but failed to connect the results explicitly with activity data. [Pg.63]

After the analysis was completed, the plot was used to predict the processor conditions required to synthesize the point of highest strain in the figure of 0.44%. A power law fit of the data showed that the microstrain was more sensitive to changes in the Reynolds number, but the strain decreased as the Reynolds number increased. Over the regime studied, the microstrain increased as the cavitation number decreased for aT = 0.5 to 1.8. [Pg.37]

X-ray powder diffraction data for all samples were collected via a Phillips x-ray diffractometer with a copper target tube and a diffracted beam monochromater. Ruthenium and RuC>2 particle sizes were estimated by x-ray line shape profile analysis using a single profile technique which provides diffracting particle size, microstrain, and the particle size distribution (10). [Pg.373]


See other pages where Microstraining is mentioned: [Pg.318]    [Pg.292]    [Pg.216]    [Pg.386]    [Pg.389]    [Pg.592]    [Pg.298]    [Pg.23]    [Pg.444]    [Pg.259]    [Pg.72]    [Pg.180]    [Pg.181]    [Pg.613]    [Pg.115]    [Pg.489]    [Pg.438]    [Pg.11]    [Pg.126]    [Pg.135]    [Pg.80]    [Pg.301]    [Pg.88]    [Pg.65]    [Pg.65]    [Pg.72]    [Pg.180]    [Pg.181]    [Pg.37]    [Pg.37]    [Pg.38]    [Pg.217]   
See also in sourсe #XX -- [ Pg.248 ]

See also in sourсe #XX -- [ Pg.524 ]




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