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Analysis of solutions

A typical arrangement for a voltammetric electrochemical cell is shown in Figure 11.28. Besides the working, reference, and auxiliary electrodes, the cell also includes a N2 purge line for removing dissolved O2 and an optional stir bar. Electrochemical cells are available in a variety of sizes, allowing for the analysis of solution volumes ranging from more than 100 mL to as small as 50 )+L. [Pg.510]

We start with contact problems for plates. The contact problems with nonpenetration conditions can be viewed as a specific type of crack problem. On the other hand, the analysis of solution properties when the contact occurs is useful in the sequel. [Pg.69]

The analysis of solutions of technical xanthates by Ag+ potentiometric titration, with the addition of ammonium hydroxide, has been successfully used at Dow (95). [Pg.367]

THE USE OF INTENSITY OF COHERENT AND NON-COHERENT SCATTERED RADIATION OF THE X-RAY TUBE FOR THE COMPENSATION OF MATRIX EFFECTS AT THE ANALYSIS OF SOLUTIONS BY X-RAY FLUORESCENCE... [Pg.444]

Some further uses of kinetics, less sweeping in their scope than the preceding applications, are for the testing of rate theories the measurement of equilibrium constants the analysis of solutions, including mixtures of solutes and the measurement of solvent properties that depend upon rates. Some of these applications are treated later in the book. [Pg.2]

The last definition has widespread use in the volumetric analysis of solutions. If a fixed amount of reagent is present in a solution, it can be diluted to any desired normality by application of the general dilution formula V,N, = V N. Here, subscripts 1 and 2 refer to the initial solution and the final (diluted) solution, respectively V denotes the solution volume (in milliliters) and N the solution normality. The product VjN, expresses the amount of the reagent in gram-milliequivalents present in a volume V, ml of a solution of normality N,. Numerically, it represents the volume of a one normal (IN) solution chemically equivalent to the original solution of volume V, and of normality N,. The same equation V N, = V N is also applicable in a different context, in problems involving acid-base neutralization, oxidation-reduction, precipitation, or other types of titration reactions. The justification for this formula relies on the fact that substances always react in titrations, in chemically equivalent amounts. [Pg.330]

X-ra emission spectrography, analysis of solutions in, 191-199 applications, 179-209 at low intensities, 210-239 comparison with optical emission spec-t rography, 237-239 definition, 160 discussion, 160-175... [Pg.355]

T. Iwashita, Y. Mino, H. Naoki, Y. Suguira, and K. Nomoto, High-resolution proton nuclear magnetic resonance analysis of solution structures and conformational properties of muguneic acids and its metal complexes. Biochemistry 22 4842 (1983). [Pg.89]

Less suitable for insulators no direct analysis of solutions... [Pg.650]

There are several electrical measurements that may be used for analysis of solutions under in situ conditions. Among the properties that may be measured are dielectric constants, electrical conductivity or resistivity, and the redox potential of solutions. These properties are easily measured with instrumentation that is readily adapted to automatic recording operation. However, most of these techniques should be used only after careful calibration and do not give better than 1% accuracy without unusual care in the experimental work. [Pg.40]

A. L. Gray. Mass-Spectrometric Analysis of Solutions Using an Atmospheric Pressure Ion Source. Analyst, 100(1975) 289-299. [Pg.72]

Smith, V. G., Tiller, W. A. Rutter, J. W. (1955). A mathematical analysis of solute redistribution during solidification. Canad. J. Phys., 33, 723-45. [Pg.536]

Further Analysis of Solutions to the Time-Independent Wave Packet Equations of Quantum Dynamics II. Scattering as a Continuous Function of Energy Using Finite, Discrete Approximate Hamiltonians. [Pg.339]

Whatever the aim of a particular titration, the computation of the position of a chemical equilibrium for a set of initial conditions (e.g. total concentrations) and equilibrium constants, is the crucial part. The complexity ranges from simple 1 1 interactions to the analysis of solution equilibria between several components (usually Lewis acids and bases) to form any number of species (complexes). A titration is nothing but a preparation of a series of solutions with different total concentrations. This chapter covers all the requirements for the modelling of titrations of any complexity. Model-based analysis of titration curves is discussed in the next chapter. The equilibrium computations introduced here are the innermost functions required by the fitting algorithms. [Pg.40]

Although thermochemistry, in the form of p/f s, redox potentials, and so forth, is important in the analysis of solution phase reactivity, it is a critical tool when gas phase ion-molecule chemistry is being dealt with. This is because of a serious limitation in all current instrumentation utilized in the study of such reactions all the flasks leak. None of the current techniques are perfect in trapping the ions, with... [Pg.196]

Uncoated fused-silica capillaries have similarly been applied to elec-trokinetic chromatography (EKC) analysis of solute interactions with both liposomes (33,34) and surfactant vesicles (59,60). [Pg.168]

X-Y Liu, Q Yang, C Nakamura, J Miyake. Avidin-biotin-immobilized liposome column for chromatographic fluorescence on-line analysis of solute-membrane interactions. J Chromatogr B 750 51-60, 2001. [Pg.186]

Analysis of solutions. Pipette 20 ml of sample and standard solutions into 50-ml beakers, then pipette 1 ml releasing agent solution into each beaker and mix. If readings are off-scale, pipette 5 ml extract plus 15 ml M ammonium ethanoate and the 1 ml releasing agent and retest. Whatever dilution is necessary, ensure the sample plus M ammonium ethanoate solution add up to 20 ml before addition of the 1 ml releasing agent. [Pg.63]

Clement and Paris [17] have devised a pair of methods for the determination of cobalt in steels, especially materials encountered in the nuclear industry. In the first technique, suitable for the analysis of solutions containing 8 to 160 mM cobalt(II), iron(III) is used to oxidize cobalt(II) in a picolinic acid medium, after which the resulting iron(II) is titrated po-tentiometrically with a standard solution of cerium(IV). An alternative procedure, for concentrations of cobalt(II) below 8 mM, involves a constant-current coulometric titration with electrogenerated cerium (IV) to measure the iron(II) that arises from the original reaction between cobalt(II) and iron(III). [Pg.534]

FIGURE 11. Headspace analysis of solutions of menthol [- -], carvone [- -] and cineole [-A-] in SLS (initial concentration, SLS=1.0%, flavorant=0.0075%) showing differences in release of flavor compounds according to their solubility in SLS micelles [Adapted from ref. 77]. [Pg.25]

Wills, P.R., Jacobsen, M.P., Winzor, D.J. (1996). Direct analysis of solute self-association by sedimentation equilibrium. Biopolymers, 38, 119-130. [Pg.114]

Direct current plasma (DCP) this is produced by a dc discharge between electrodes. DCPs allow the analysis of solutions. Experiments have shown that although excitation temperatures can reach 6000 K, sample volatilisation is not complete because residence times in the plasma are relatively short (this can be troublesome with samples containing materials that are difficult to volatilise). A major drawback is the contamination introduced by the electrodes. [Pg.16]

Several of the more recent applications of mass spectrometry involve the determination of elements and of unstable, polar biomolecules (M > 2 000 Da). These applications have become possible with the advent of atmospheric pressure ionisation (API) techniques that permit the analysis of solutions. [Pg.311]


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See also in sourсe #XX -- [ Pg.58 ]




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