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Distribution measurements

Some studies (6) have been carried out to measure distribution of soHds in mixing tanks. Local soHds concentrations at various heights are measured at different impeller speeds. Typical data (Fig. 16) demonstrate that very high mixer speeds are needed to raise the soHds to high levels. At low levels, soHds concentration can exceed the average concentration at low mixer speeds. These soHds distributions depend on the impeller diameter, particle size, and physical properties. [Pg.429]

Specification for Particulates Feed, recycle, and product from size reduction operations are defined in terms of the sizes involved. It is also important to have an understanding of the degree of aggregation or agglomeration that exists in the measured distribution. [Pg.1823]

Typieally, if the stress or strength has not been taken direetly from the measured distribution, it is likely to be a eombination of random variables. For example, a... [Pg.148]

FIGURE 26.76 Measured distribution of (a) cornering and (b) fore and aft accelerations in a controlled road wear test for passenger car tires. [Pg.749]

Measured distributions containing less than 100 events or so just as likely turn out to appear skewed as symmetrical, c.f. Fig. 1.10. [Pg.69]

NMR interpretation has made significant advances with diffusion-editing pulse sequences and two-dimensional inversion of diffusivity and T2 relaxation [7,40-44]. The 2D inversion can also be used to compare Tj and T2 relaxation with each other [42]. Distributions of these two characteristic parameters can now be displayed on a 2D map and the relationship between them more easily visually interpreted. The 2D distribution map can be interpreted by comparing the measured distribution with the line for the bulk diffusivity of water and the correlation lines for the hydrocarbon components in crude oils, shown in Figure 3.6.10 as dashed lines [40-46]. Figure... [Pg.335]

D Reese, G Irwin, L Dittert, C Chong, J Swintosky. Nonemulsifying method for measuring distribution coefficients. J Pharm Sci 53 591, 1964. [Pg.122]

One of the most powerful tools molecular simulation affords is that of measuring distribution functions and sampling probabilities. That is, we can easily measure the frequencies with which various macroscopic states of a system are visited at a given set of conditions - e.g., composition, temperature, density. We may, for example, be interested in the distribution of densities sampled by a liquid at fixed pressure or that of the end-to-end distance explored by a long polymer chain. Such investigations are concerned with fluctuations in the thermodynamic ensemble of interest, and are fundamentally connected with the underlying statistical-mechanical properties of a system. [Pg.77]

Inductive Potentiometric Displacement Measurement distributed electromagnetic parameters Micro-Epsilon vipSENSOR industrial use, productions plants, OEM - sensor... [Pg.259]

Further, nutritional supplements provide benefits that are not expressed well by scalar measurements distributed over periods of a few hours, such as pharmacokinetic profiles after single administration. [Pg.409]

Figure 6. Measured distribution with fitted background and fitted whole-profile. Difference between measured and fitted curves is also shown. The agreement of measured volume fractions with the true values is within 2% relative. Figure 6. Measured distribution with fitted background and fitted whole-profile. Difference between measured and fitted curves is also shown. The agreement of measured volume fractions with the true values is within 2% relative.
Difficulties in obtaining good quantitative agreement between predicted and measured distribution results are indicative that model refinements as well as an improved property database will be needed before accurate quantitative predictions of not only overall polarization curve but also detailed distributions within a DMFC may be obtained. [Pg.521]

The primary parameter in solvent extraction is the measured distribution ratio, where it is up to the writer to define what is being measured, indicating this by an appropriate index. In the Nernst distribution experiment described earlier, the analytically measured concentration of benzoic acid is in the aqueous phase [Bz]aq,tot = [HBz]aq + [Bz ]aq, and in the organic phase [Bz] , tot= [HBzJorg + [HjBzjlo . Thus the measured distribution ratio, abbreviated Z)bz, becomes... [Pg.19]

From this it follows that the analytically measured distribution ratio is a constant only in systems that contain a single molecular species of the solute (or desired component). [Pg.19]

Kex always refers to a two-phase system. The measured distribution ratio for the solute A, Z)a, equals Ko,a, and is a constant independent of the concentration of A in the system. Only external conditions influence the Ko value. In external conditions we include the organic solvent, in addition to physical conditions like temperature and pressure. [Pg.131]

This is shown by the horizontal trends in Fig. 4.6, for which Eq. (4.17) is valid i.e., the distribution constant equals the measured distribution ratio. When... [Pg.136]

Based on the measured distribution of radiation intensity along the combustor length, the average radiant heat loss rate for the entire combustor volume for the 02/Ar case is estimated at about 4.0 W/cm, corresponding to a total radiant heat loss of about 20 kW or 160 cal/g of combustion products. Heat loss of 160 cal/g, together with an estimated combustion products temperature of 3050 K, implies that the reactedness of the mixture is on the order of 60% to 70%. The lower estimate of reactedness corresponds to a case in which the unburned aluminum never ignited. The higher estimate of reactedness corresponds to a case where the unburned aluminum is at the same temperature as the rest of the mixture, which implies that it is in vapor phase. The actual reactedness should fall between these two extremes. [Pg.138]

The distribution coefficients were remeasured after a contact time of 7 days and also after 6 months (only at 25°C). Measured Distribution Coefficients... [Pg.58]

For this comparison, the data from the flow of oil with baffles in place were chosen since it appeared to have the simplest curve. The single parameters for the two models were calculated from the second moment of the measured distribution. The results are shown in Fig. 6... [Pg.198]


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See also in sourсe #XX -- [ Pg.2 , Pg.111 ]

See also in sourсe #XX -- [ Pg.2 , Pg.111 ]




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A review of measured product energy distributions for some simple chemical reactions

Acid-base interactions measurement strength distribution

Activity size distribution measurements

Aerosol particle size distribution measurements

Amplitude distribution measurement

Analysis of Distance Distribution from Time-Domain Measurements

Angular distribution, measurements

Bimodal distribution measurements using different

Capillary condensation distribution measurements

Circulation time distribution measurement

Crystal-size distribution measurement

Curvature distribution measurement

Diagnostic tools temperature distribution measurement

Distance-distribution measure

Distributed diagnostics current distribution measurement

Distributed diagnostics species distribution measurement

Distributed diagnostics temperature distribution measurement

Distributed measurement systems

Distribution coefficients measured

Distribution coefficients measurements

Distribution of measurements

Distribution of repeated measurements

Distributions from Time-Domain Measurements

Distributive measurement systems

Droplet distribution measurement

Droplet size distribution measurment

Electric power: distribution 573 electrical measurement

Em, measurement permeant ion distribution

Equilibrium distribution measurement

Equilibrium distribution measurement procedure

FIGURE 6.9 Empirical distribution function and p-box corresponding to a data set containing measurement error

Impedance distribution, measurement

Importance of the Gaussian Distribution for Radiation Measurements

Light measurement, spatial distribution

Mass distribution, particulate measurement

Measured distribution coefficients for

Measurement molecular weight distribution

Measurement of Bubble Size Distributions

Measurement of Dispersion and Particle Size Distribution

Measurement of Particle Size Distributions

Measurement of mass isotopomer distributions

Measurement of molecular weight distribution

Measurement of the Particle Size Distribution

Measurements of Internal State Distributions

Measurements of angular distribution

Measuring Particle Distributions

Method for experimental measurement of particles residence time distribution

Mobility distribution measurements, aerosol

Molar mass distribution measure

Molecular weight distribution melt viscosity measurements

Molecular weight distribution viscosity measurement

Noncoincident Measurements of Angular Electron Distributions

PET-Measurements of Tracer Distribution in the Model Soil Column

Particle size distribution measurement

Particle size distribution ultrasonic measurements

Pore Size distribution: relation measurement

Pore-size distribution measurements

Potential distribution measurement

Pulse amplitude distribution measurement

Residence-time distribution experimental measurement

Residence-time distribution measurement

Simultaneous measurements of angular and velocity distributions

Size distribution measurement

Size distributions, measuring

Soil-water distribution, measurement

Solid-liquid mixing measurement, solids distribution

Species distribution, measurement

Speed Distribution and Traffic Safety Measures

Strain distributions, measurement

The distribution of repeated measurements

Thermoporosimetry and Pore Size Distribution Measurement

Trimodal distribution measurements

Velocity distribution measurement

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