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Analyte concentrations

Equation (8.50) provides a concentration of an analyte A in units of molecules cm inside the flow tube. The conversion to the more useful parameters of parts per billion by volume, ppbv, is readily made. If ( )j,gj. and (Ir aj pie are the gas flows of the carrier gas and sample gas through the capillary, is the pressure in the flow tube, then  [Pg.286]

From Eq. (8.51), the conversion from molecules cm to ppbv is then simply [Analytejppb = / (Z sampie)x 10  [Pg.286]

In summary, the SIFT-MS instrument provides a value for [A] in molecules cm on the basis of the ratio of product ion coimts to reagent ion coimts with appropriate corrections for mass discrimination and differential diffusion and the known reagent-analyte ion-molectrle reaction kinetics (8.50). This value is converted to the analyte concentration in ppbv, [AnalyteJppj, by combining Eqs. (8.51), (8.52), and (8.53). [Pg.286]


Quantitative Analysis Using the Method of Standard Additions Because of the difficulty of maintaining a constant matrix for samples and standards, many quantitative potentiometric methods use the method of standard additions. A sample of volume, Vx) and analyte concentration, Cx, is transferred to a sample cell, and the potential, (ficell)x) measured. A standard addition is made by adding a small volume, Vs) of a standard containing a known concentration of analyte, Cs, to the sample, and the potential, (ficell)s) measured. Provided that Vs is significantly smaller than Vx, the change in sample matrix is ignored, and the analyte s activity coefficient remains constant. Example 11.7 shows how a one-point standard addition can be used to determine the concentration of an analyte. [Pg.488]

Analyte Concentration (pg/mL) /peak -0.385 V /peak -0.455V /peak -0.557 V... [Pg.539]

Example of the use of subrange precision control charts for samples that span a range of analyte concentrations. The precision control charts are used for... [Pg.719]

Fluorescence. The fluorescence detection technique is often used in clinical chemistry analyzers for analyte concentrations that are too low for the simpler absorbance method to be appHed. Fluorescence measurements can be categorized into steady-state and dynamic techniques. Included in the former are the conventional simultaneous excitation-emission method and fluorescence polarization. [Pg.394]

Small electrodes allow faster measurements and are therefore very popular with electrochemists. Large solution volumes are typically a few tens of milliliters, but electro analysis can be performed in drops as small as 10 p.L or less because 30 lm times 1 mm equals only 3% of a 10 p.L drop. Preferred analyte concentration ranges are anywhere from subpicomolar to maybe 10 millimolar, depending on the technique employed. [Pg.53]

Since then, TXRE has become the standard tool for surface and subsurface microanalysis [4.7-4.11]. In 1983 Becker reported the angular dependence of X-ray fluorescence intensities in the range of total reflection [4.12]. Recent demands have set the pace of further development in the field of TXRE - improved detection limits [4.13] in combination with subtle surface preparation techniques [4.14, 4.15], analyte concentrations extended even to ultratraces (pg) of light elements, e. g. A1 [4.16], spe-dation of different chemical states [4.17], and novel optical arrangements [4.18] and X-ray sources [4.19, 4.20]. [Pg.181]

Supercritical fluid extraction (SFE) and Solid Phase Extraction (SPE) are excellent alternatives to traditional extraction methods, with both being used independently for clean-up and/or analyte concentration prior to chromatographic analysis. While SFE has been demonstrated to be an excellent method for extracting organic compounds from solid matrices such as soil and food (36, 37), SPE has been mainly used for diluted liquid samples such as water, biological fluids and samples obtained after-liquid-liquid extraction on solid matrices (38, 39). The coupling of these two techniques (SPE-SFE) turns out to be an interesting method for the quantitative transfer... [Pg.139]

Fig. 3-4. (A) Changes in chemical shift of protons of cyclophane -CH - groups between bipyridinium and phenyl in H NMR spectra of 3 as a function of (R)-DOPA concentration (a) 0, (b) 0.111, and (c) 0.272 mol (B) Change in chemical shift plotted against the analytical concentration of (R)- and (5)-DOPA. The solid line is calculated for 1 1 host - guest complexation. (Reprinted with permission from ref. [79]. Copyright 1998, American Chemical Society.)... Fig. 3-4. (A) Changes in chemical shift of protons of cyclophane -CH - groups between bipyridinium and phenyl in H NMR spectra of 3 as a function of (R)-DOPA concentration (a) 0, (b) 0.111, and (c) 0.272 mol (B) Change in chemical shift plotted against the analytical concentration of (R)- and (5)-DOPA. The solid line is calculated for 1 1 host - guest complexation. (Reprinted with permission from ref. [79]. Copyright 1998, American Chemical Society.)...
The peak area of the unknown (Ax) relative to the peak area of the internal standard (A ) is obtained. Conversion of the measured ratio to a concentration is achieved by comparing it to area ratios of the solutions of known analyte concentration, to which the same quantity of internal standard has been added. A graph of the ratio of the peak area of the component to be measured (A ) to the peak area of the internal standard (Ais) versus the ratio of the weight of the component to be measured (W ) to the weight of the internal standard (Wu.) for the known solutions results in a graph from which the concentration of the component(s) in the unknown matrix (Ax) can be determined (Figure 3.1). [Pg.26]

Does this model give us a practical solution for the synthesis of monosubstitution products in high yields The model teaches us that reactions are not disguised by micromixing if the intrinsic rate constant (in Scheme 12-84 k2o and k2v>) is significantly less than 1 m-1s-1. As discussed in Section 12.7, the intrinsic rate constant refers to unit concentrations of the acid-base equilibrium species involved in the substitution proper, not to analytical concentrations. Therefore, if the azo coupling reaction mentioned above is not carried out within the range of maximal measured rates (i.e., with the equilibria not on the side of the 1-naphthoxide ion and... [Pg.374]

Sodium dodecyl sulfate is the universal analytical standard for the determination of anionic and cationic active matter. It is used to determine the analytical concentration factor of the cationic surfactant in the titration of anionic active matter and as titrant to determine the cationic active matter. [Pg.273]

The initial concentration is sometimes called the analytical concentration. [Pg.534]

This formula is reliable provided S KJKa2 and S Ka, where S is the initial (that is, analytical) concentration of the salt. If these criteria are not satisfied, a much more complicated expression must be used it and its derivation, including the derivation of this simplified version, will be found on the Web site for this text. [Pg.546]

There are two notable features of the quantitative performance of this type of interface. It has been found that non-linear responses are often obtained at low analyte concentrations. This has been attributed to the formation of smaller particles than at higher concentrations and their more easy removal by the jet separator. Signal enhancement has been observed due to the presence of (a) coeluting compounds (including any isotopically labelled internal standard that may be used), and (b) mobile-phase additives such as ammonium acetate. It has been suggested that ion-molecule aggregates are formed and these cause larger particles to be produced in the desolvation chamber. Such particles are transferred to the mass spectrometer more efficiently. It was found, however, that the particle size distribution after addition of ammonium acetate, when enhancement was observed, was little different to that in the absence of ammonium acetate when no enhancement was observed. [Pg.150]

The buffer concentration also directly affects the size of droplets produced - the higher the buffer concentration, then the smaller they are, and this is desirable. The buffer concentration, however, has an effect on the ionization efficiency and at high buffer concentrations (>10 M) the relationship between detector response and analyte concentration is not linear. As indicated earlier in Figure 2.6, this situation must be avoided for precise quantitative measurements. [Pg.159]

Other features of an analytical method that should be borne in mind are its linear range, which should be as large as possible to allow samples containing a wide range of analyte concentrations to be analysed without further manipulation, and its precision and accuracy. Method development and validation require all of these parameters to be studied and assessed quantitatively. [Pg.269]

Signal is replaced by the calculated analyte concentration Xlod at LOD resp. LOQ... [Pg.117]

Under certain combinations of instrument type and operating conditions the proceeding assumption is untenable signal noise depends on the analyte concentration. A very common form of heteroscedacity is presented in Fig. 2.17. [Pg.122]

Solutions of c acetate buffer, pH 5.0, were injected into the flow cell and passed over the PGIP surface at the flow rate of 10 il/min. The interaction was followed in real time at different analyte concentrations. The binding was monitored as a mass change in the vicinity of the sensor surfiice, reflecting the progress of the interaction. [Pg.776]

Anodic stripping voltammetry (ASV) has been used extensively for the determination of heavy metals in samples of biological origin, such as lead in blood. ASV has the lowest detection limit of the commonly used electroanalytical techniques. Analyte concentrations as low as 10 M have been determined. Figure 16 illustrates ASV for the determination of Pb at a mercury electrode. The technique consists of two steps. The potential of the electrode is first held at a negative value for several minutes to concentrate some of the Pb " from the solution into the mercury electrode as Pb. The electrode process is... [Pg.39]

It should be stressed that in the case of linear isotherm, the peak broadening effect results from eddy diffusion and from resistance of the mass transfer only, and it does not depend on Henry s constant. In practice, such concentration profiles are observed for these analyte concentrations, which are low enough for the equilibrium isotherm to be regarded as linear. [Pg.12]


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