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Base line, definition

The important heads to consider in a pumping system are the suction, discharge, total and available net positive suction heads. The following definitions are given in reference to the typical pumping system shown in Figure 4.1 where the arbitrarily chosen base line is the centre-line of the pump. [Pg.140]

From the above definition it is quite evident that the sensitivity takes no cognizance of the noise-level of the base-line, therefore, it is more or less of no use as a definite guide to the least quantity of an element which may be estimated. However, the sensitivity of a 1% absorption-is a pure theoretical number only that would undergo a change solely depending on the efficiency of the lamp (hollow-cathode-lamp), atomizer, flame-system employed, monochromator (prism, grating used), and finally the photomultiplier used. [Pg.385]

The present paper is based on the author s study (1) funded by the U. S. Bureau of Mines which, however, is not responsible for the views expressed or the conclusions reached. The time element has been subdivided into three discrete points and a period. The points include current output levels, for use as a base line, 1985 and 1990. The period encompasses the decade from 1990. This reflects the increasing unreliability of the estimates as the projection is extended. Because sulfur markets tend to be discrete and sulfur sources tend to be geographically differentiated regional supply projections are required. The definition chosen here is the Petroleum Administration for Defense districts. [These are defined as I - Connecticut, Delaware, District of Columbia, Florida, Georgia, Maine, Maryland, Massachusetts, New Hampshire, New Jersey, New York, North Carolina, Pennsylvania, Rhode Island, South Carolina, Vermont, Virginia, and West Virginia. II - Illinois, Indiana, Iowa, Kansas, Kentucky, Michigan, Minnesota, Missouri, Nebraska, North Dakota, Ohio, Oklahoma, South Dakota, Tennessee, and Wisconsin. [Pg.3]

For our purposes, the 5 a width is more useful for determining Vw. It is determined by drawing tangents to both sides of the peak and measuring the distance between the intersection of these with the base line. Using this definition of peak width, the calculation of N equals 16 times the square of VB/VW-Different peaks in a mixture will give different efficiency values. [Pg.49]

Requirements for controls are based on definition of closed or open system. Under these definitions there isno direct correlation between, for example, using a publicphone line and an open system. Compliance with closed versus open standards is determined by how access rights to the data or documents are established and controlled by the owner(s) of this information. A system is defined as closed if access to the system containing the records or data is under the control of person(s) responsible for the content of the records or data in the system. A system is defined as open if access to the system is not under the control of the person(s) responsible for the content of the records therein. For example, dial-in retrieval over a public phone is closed where the records being accessed are under the control of the persons responsible for their content, whereas storage of records on a third party system is open because access to the records themselves is under the control of the third party. Sections 11.10 and 11.30 of the Final Rule list, respectively, the control measures required for establishing a closed or open system. [Pg.2562]

A precise definition of the term standard state has been given by lUPAC [82LAF], The fact that only changes in thermodynamic parameters, but not their absolute values, can be determined experimentally, makes it important to have a well-defined standard state that forms a base line to which the effect of variations can be referred. The lUPAC [82LAF] definition of the standard state has been adopted in the NEA-TDB project. The standard state pressure, p° = Q. MPa (1 bar), has therefore also been adopted, cf. Section II.3.2. The application of the standard state principle to pure substances and mixtures is summarised below. It should be noted that the standard state is always linked to a reference temperature, cf. Section II.3.3. [Pg.28]

In principle, the total heat output can be obtained by integrating the measured power or signal attributed to the transition as a function of the temperature. A prerequisite to this integration is the definition of the base line. The temperatiue values for which the power signal deviates fi om the baseline for the first and last times, respectively, define the. range in which the transition can be observed. The absolute threshold value depends on the individual measuring sensitivity of each device. [Pg.33]

Often we know or can easily compute values of the fugacity for the pure component at the mixture T and at some convenient pressure P then it is natural to base the definition of the ideal solution on this known pure-component fugacity. To do so, we choose x" = 1 then the slope of the ideal-solution straight line is... [Pg.429]

In agreement with the ICTA definition the extrapolated onset is defined as the point of intersection of the tangent drawn at the point of greatest slope on the leading edge of the peak with the extrapolated base line. [Pg.74]

The aim of the selection and definition of chromatographic conditions is to achieve a proper separation of the components of the oil, both for the qualitative analysis, as also for the proper quantification. To do so, well resolved peaks and not distorted ones, good relation signal-noise and horizontal base line with absence of drift, must be obtained for each one of the components. [Pg.310]

In what follows some experience in comparison of validation characteristics of quantitative TLC and fully off-line OPLC are discussed based on definitions of ICH draft guideline (81). [Pg.196]

It proved impossible to make any definite correlations between peak intensities and the quantity of adhesive present on a panel because of reflectivity differences of the samples. These differences prevented peak height comparisons from a common base line. [Pg.386]

Far from the sample, the force is by definition zero. Close to the sample, the tip may experienee van der Waals attraetion, snap into contact, and subsequently bend due to increasing repulsive forces up to the peak force threshold. Upon retraction, the tip may stick to the sample and the cantilever bends down due to adhesive forces (the force drops below the zero force line), until the nanoprobe tip eventually snaps off the surfaee and the deflection returns to the base line deflection position. This procedure is repeated pixel by pixel. [Pg.106]

E] Use s BoUes Fair (Ref. 75) data base to determine new effective area to use with Onda et al. (Ref. 126) correlation. Same definitions as 5-28-D. P = total pressure, atm Mq = gas, molecular weight m = local slope of equilibrium curve Lf /Gf = slope operating line Z = height of packing in feet. [Pg.622]

This equation is a useful practical formula for converting tables of pH based on the Sorensen scale to an approximate activity basis, in line with the practical definition of pH given below. [Pg.568]

The connection that has been shown in Section VIII to exist between burn-out in a rod bundle and in an annulus leads to the question of whether or not a link may also exist between, for example, a round tube and an annulus. Now, a round tube has its cross section defined uniquely by one dimension—its diameter therefore if a link exists between a round tube and an annulus section, it must be by way of some suitably defined equivalent diameter. Two possibilities that immediately appear are the hydraulic diameter, dw = d0 — dt, and the heated equivalent diameter, dh = (da2 — rf,2)/ however, there are other possible definitions. To resolve the issue, Barnett (B4) devised a simple test, which is illustrated by Figs. 38 and 39. These show a plot of reliable burn-out data for annulus test sections using water at 1000 psia. Superimposed are the corresponding burn-out lines for round tubes of different diameters based on the correlation given in Section VIII. It is clearly evident that the hydraulic and the heated equivalent diameters are unsuitable, as the discrepancies are far larger than can be explained by any inaccuracies in the data or in the correlation used. [Pg.273]

The size-dependence of the intensity of single shake-up lines is dictated by the squares of the coupling amplitudes between the Ih and 2h-lp manifolds, which by definition (22) scale like bielectron integrals. Upon a development based on Bloch functions ((t>n(k)), a LCAO expansion over atomic primitives (y) and lattice summations over cell indices (p), these, in the limit of a stereoregular polymer chain consisting of a large number (Nq) of cells of length ao, take the form (31) ... [Pg.88]

Our definitions of the stereoisomeric center, line, and plane all stipulate the existence of bonds between the ligating element and its ligands. The exclusive use of these elements limits our analysis to classical stereochemistry and thus does not encompass the so-called topological isomerism (47) of interlocked rings—catenanes (48)—or of knots. As there is no bond between the rings of the catenanes we cannot expect to handle such compounds with a system based on connectedness. At the present stage of development, this limitation in scope... [Pg.213]


See other pages where Base line, definition is mentioned: [Pg.229]    [Pg.229]    [Pg.191]    [Pg.231]    [Pg.7]    [Pg.191]    [Pg.130]    [Pg.278]    [Pg.66]    [Pg.47]    [Pg.84]    [Pg.260]    [Pg.34]    [Pg.527]    [Pg.71]    [Pg.51]    [Pg.118]    [Pg.74]    [Pg.23]    [Pg.7]    [Pg.358]    [Pg.4]    [Pg.486]    [Pg.42]    [Pg.80]    [Pg.128]   
See also in sourсe #XX -- [ Pg.14 ]




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Base line

Base, definition

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