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Normal concentration

Molality is used in thermodynamic calculations where a temperature independent unit of concentration is needed. Molarity, formality and normality are based on the volume of solution in which the solute is dissolved. Since density is a temperature dependent property a solution s volume, and thus its molar, formal and normal concentrations, will change as a function of its temperature. By using the solvent s mass in place of its volume, the resulting concentration becomes independent of temperature. [Pg.18]

Fig. 3. Attenuation of infrared as a function of normalized concentration caused by CO absorption in the 4.6 p.m band. = 6.6E3 ppm m,... Fig. 3. Attenuation of infrared as a function of normalized concentration caused by CO absorption in the 4.6 p.m band. = 6.6E3 ppm m,...
The approximate concentration requited to produce hemostasis, in percent of normal concentration. [Pg.171]

The above definition of normal solution utilises the term equivalent . This quantity varies with the type of reaction, and, since it is difficult to give a clear definition of equivalent which will cover all reactions, it is proposed to discuss this subject in some detail below. It often happens that the same compound possesses different equivalents in different chemical reactions. The situation may therefore arise in which a solution has normal concentration when employed for one purpose, and a different normality when used in another chemical reaction. [Pg.846]

Fig. 2 Individual effect on the normalized concentration of selected parameters in the effluents for the technologies used in this study. Red line indicates the decreasing concentration evolution. Circles remark the most efficient technology in each target... Fig. 2 Individual effect on the normalized concentration of selected parameters in the effluents for the technologies used in this study. Red line indicates the decreasing concentration evolution. Circles remark the most efficient technology in each target...
Figure 2 summarizes the individual steps in the proposed hybrid system showing the obtained reduction in normalized concentration (MF, UV, and NF) effluent. Figure 2 illustrates the concept of customized regeneration process according to the reuser needs. [Pg.120]

Solutions for the cocurrent and countercurrent cases are displayed in Figure 11.7. The countercurrent case requires calculations of the shooting type where values for = / (z = 0) are guessed until the initial condition that ( /), = 0 is satisfied. Normalized concentrations with = 1 can be used. [Pg.405]

FIG. 5 Normalized concentration distribution in the pore of Figure 4 but charged with —0.05 C/m. The symbols are the same as in Figure 4, with the cations being the counterions. The anions (coions) of the RPM and SPM model are not distinguishable on the present scale. The dotted line is the prediction of the modified Gouy-Chapman theory and approximates the simulation results of the RPM. [Pg.634]

Via a passive scalar method [6] where or, denotes the volume fraction of the i-th phase, while T, represents the diffusivity coefiBcient of the tracer in the i-th phase. The transient form of the scalar transport equation was utilized to track the pulse of tracer through the computational domain. The exit age distribution was evaluated from the normalized concentration curve obtained via measurements at the reactor outlet at 1 second intervals. This was subsequently used to determine the mean residence time, tm and Peclet number, Pe [7]. [Pg.670]

Figure 5.34. Normalized concentration profiles in a porous sphere for different values of the Thiele modulus. Note that if the latter is large, only a small part of the catalyst near the surface contributes to conversion. Figure 5.34. Normalized concentration profiles in a porous sphere for different values of the Thiele modulus. Note that if the latter is large, only a small part of the catalyst near the surface contributes to conversion.
Figure 2.53 Normalized concentration profile of a reacting species across a micro channel of 500 pm width with a 100 pm catalyst layer deposited on the wall. Figure 2.53 Normalized concentration profile of a reacting species across a micro channel of 500 pm width with a 100 pm catalyst layer deposited on the wall.
Fig. 34.40. Normalized concentration profiles of a minor and main compound for a system with 0.2% of prednisone chromatographic resolution is 0.8. Fig. 34.40. Normalized concentration profiles of a minor and main compound for a system with 0.2% of prednisone chromatographic resolution is 0.8.
Sodium, Na(I) has a normal concentration in human serum of 136-145 mmol/L (Tohda 1994) and makes up about 90 % of the cations present. (Many extracellular body fluids possess ranges from 7 mmol/L [mature milk] via 33 [saliva] to 145 mmol/ L [bile]). The reference method for determination is potentiometry with ion-selective electrodes (PISE). [Pg.202]

FIG. 7 Steady -state concentration profiles for species Redj and Red2 in phases 1 and 2, respectively, for K = 100 and y = 1, with taking the values (A) 1000, (B) 10, and (C) 5. The normalized concentrations of Red in phases 1 and 2 are, respectively, denoted by CRgdi CRgdi- (Reprinted from Ref 49. Copyright 1999 American Chemical Society.)... [Pg.302]

FIG. 19 Normalized concentration profiles (solid lines) of the reactants and products in the DCE (a) or aqueous (b) receptor phase for the reaction between Fc (DCE) and IrClg (aqueous) with 0.1 M CIO4 in both DCE and the aqueous phase. In each case, the reactant concentration in the receptor phase was 1 mM, with 10 mM reactant inside the droplet. Drop times and final sizes were (a) 5.54 s and 0.96 mm, and (b) 6.32 s and 1.00 mm. The theoretical profiles (dashed lines) are for a transport-controlled reaction, with no transfer of the product ions. (Reprinted from Ref. 80. Copyright 1999, Royal Society of Chemistry.)... [Pg.354]

Normally, the number of anions and cations in each fluid compartment are equal. Cell membranes play the critical role of maintaining distinct ICF and ECF spaces which are biochemically distinct. Serum electrolyte concentrations reflect the stores of ECF electrolytes rather than that of ICF electrolytes. Table 24-4 lists the chief cations and anions along with their normal concentrations in the ECF and ICF. The principal cations are sodium, potassium, calcium, and magnesium, while the key anions are chloride, bicarbonate, and phosphate. In the ECF, sodium is the most common cation and chloride is the most abundant anion while in the ICF, potassium is the primary cation and phosphate is the main anion. Normal serum electrolyte values are listed in Table 24—5. [Pg.407]

There may be preference for the term "standard acidity potential , analogous to "standard redox potential , as we are concerned with equal instead of normal concentrations of the conjugates. [Pg.258]

ERYTHROCYTES. Erythrocytes are biconcave diskshaped, blood cells (with pits or depressions in the center on both sides), the primary function of which is to transport hemoglobin, the oxygen-carrying protein. The biconcave shape of the erythrocyte provides a large surface volume ratio and thereby facilitates exchange of oxygen. The average diameter of erythrocytes is 7.5 pm, and thickness at the rim is 2.6 pm and in the center about 0.8 pm. The normal concentration of erythrocytes in blood is approximately 3.9-5.5 million cells per pL in women and 4.1-6 million cells per pL in men. The total life span of erythrocytes in blood is 120 days. [Pg.562]

One way to reduce the risk of confusion is to express ligand concentrations in terms of KA. This normalized concentration is defined as [A IKA and will be denoted here by the symbol eA. We can therefore write the Hill-Langmuir equation in three different though equivalent ways ... [Pg.12]


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See also in sourсe #XX -- [ Pg.1094 ]




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