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Introduction approach

Direct liquid injection (DLI) has been used even less. Hirter et al. [579] have reported the early analysis of a synthetic antioxidant mixture (Irganox 1010/1076/1098) by means of iRPLC-DLI-QMS with Cl. In early studies, the HPLC effluent was vaporised by laser radiation [593] both El and solvent-mediated Cl spectra were obtained in the on-line mode from analytically difficult molecules. However, the instrumentation was complex the sensitivity was not as good as that obtained by GC-MS and thermal decomposition was observed with other compounds. This direct introduction approach with enrichment was used for the analysis of phthalates. [Pg.513]

Lan and Mottola [14] have presented two continuous-flow-sensing strategies for the determination of C02 in gas mixtures using a special reaction cell. Both approaches are based on the effect of the complex of Co(II) with phthalocyanine as a rate modifier of the CL emission generated by luminol in the absence of an added oxidant agent, which is enhanced by the presence of C02 in the system. This enhancement allows the fast and simple determination of carbon dioxide at ppm levels (v/v) in atmospheric air and in human breath. In the first case, a continuous monitoring system was applied however, because the flow of expired gas is not constant, a discrete sample introduction approach was used in the analysis of C02 in breath. [Pg.572]

An alternative sample-introduction approach is the electrospray (ESP) interface that also constitutes a widely applicable soft ionization technique (103). ESP operates at the low 1/min flow rate, necessitating use of either capillary columns or postcolumn splitting of the mobile phase (104-106). [Pg.734]

Impurities in photoresists have also been measured by ICP-MS [383,384]. Ultrasonic nebulization and electrothermal vaporization sample introduction approaches have been used. [Pg.139]

Rippin. D, W. T. Introduction Approaches to Chemical Process Synthesis," in Foundations of Computer-Aided Design (J. J. Siirola, I. E. Grossmann, and G. Stephanopoulos, eds.). Cache-Elsevier. Amsterdam 1990. [Pg.244]

Sargent, R. W. H and Gaminibandara, K, Introduction Approaches to Chemical Process Synthesis, in Optimization in Action (L. C. W. Dixon, ed.). Academic Press, London, 1976. [Pg.245]

Figure 4.1. Three potential approaches to perform simultaneous, suppressed, and non-suppressed detection. (a) Split stream approach. DD, dummy dispersion device suppressed detector, D , nonsup-pressed detector. Restrictors R1 and R2 are adjusted to provide the same residence time and flow rate in each of the branches, (b) Single column approach. D precedes the suppressor, (c) NaOH introduction approach. A small constant quantity of NaOH is introduced after D no restriction is placed on eluent NaOH concentration [4]. Figure 4.1. Three potential approaches to perform simultaneous, suppressed, and non-suppressed detection. (a) Split stream approach. DD, dummy dispersion device suppressed detector, D , nonsup-pressed detector. Restrictors R1 and R2 are adjusted to provide the same residence time and flow rate in each of the branches, (b) Single column approach. D precedes the suppressor, (c) NaOH introduction approach. A small constant quantity of NaOH is introduced after D no restriction is placed on eluent NaOH concentration [4].
Lazar, I.M., Grym, J., Foret, R, Microfabricated devices a new sample introduction approach to mass spectrometry. Mass Spectrom. Rev., 25, 573-594, 2006. [Pg.1497]

In general, a system migration project follows the usual system introduction approach but source and target systems are usually known in advance. Nevertheless, several challenges exist. Those challenges arise from a process and from a source and a target system point of view at minimum. [Pg.474]

Dn precedes the suppressor, (c) NaOH introduction approach. A small constant quantity of NaOH is introduced after Ds no restriction is placed on eluent NaOH concentration [3]. [Pg.72]

Sargent, R.W.H. and Gaminibandara, K., 1976. Introduction approaches to chemical process synthesis. In Optimization in Action (Dixon, L.C. ed) Academic Press, London. [Pg.64]

As described previously, vapour introduction approaches are by far the most common application of atomic fluorescence. Despite this, mention of other methods should be made. If a conventional nebulizer and spray chamber assembly (see AAS section) is used, it is possible to introduce liquid samples directly to the atom cell. In circumstances such as these, it is necessary to use more robust air-acetylene or nitrous oxide-acetylene flame, or perhaps an ICP. The use of an ICP as an atom cell for AFS measurements has led to the development of a number of different techniques, e.g. ASIA, an acronym for atomiser, source, inductively coupled plasmas in AFS. This technique uses a high-powered ICP as a source and a low-powered ICP for the atom cell. It has been found that ICP-AFS yields linear calibrations over 4—6 orders of magnitude and is more sensitive than ICP-AES. [Pg.57]

Samples in the vapor state utilize the most straightforward introduction approach. In most conventional ICPs, an approximately 1 L/min Ar gas flow is injected into the base of the plasma to create its toroidal shape (see Chapter 3). Addition of sample to this gas stream provides an ideal mode of sample introduction. Simple gas plumbing systems are employed to combine samples in the vapor state with the injector gas flow (Figure 5.1). [Pg.55]

Introduction and commercial application Safety and the environment have become important elements of all parts of the field life cycle, and involve all of the technical and support functions in an oil company. The Piper Alpha disaster in the North Sea in 1988 has resulted in a major change in the approach to management of safety of world-wide oil and gas exploration and production activities. Companies recognise that good safety and environmental management make economic sense and are essential to guaranteeing long term presence in the industry. [Pg.65]

One approach to a mathematically well defined performance measure is to interpret the amplitude values of a processed signal as realizations of a stochastic variable x which can take a discrete number of values with probabilities P , n = 1,2,..., N. Briefly motivated in the introduction, then an interesting quality measure is the entropy H x) of the amplitude distribu-... [Pg.90]

As stated in the introduction to the previous chapter, adsorption is described phenomenologically in terms of an empirical adsorption function n = f(P, T) where n is the amount adsorbed. As a matter of experimental convenience, one usually determines the adsorption isotherm n = fr(P), in a detailed study, this is done for several temperatures. Figure XVII-1 displays some of the extensive data of Drain and Morrison [1]. It is fairly common in physical adsorption systems for the low-pressure data to suggest that a limiting adsorption is being reached, as in Fig. XVII-la, but for continued further adsorption to occur at pressures approaching the saturation or condensation pressure (which would be close to 1 atm for N2 at 75 K), as in Fig. XVII-Ih. [Pg.599]

The purpose of this chapter is to provide an introduction to tlie basic framework of quantum mechanics, with an emphasis on aspects that are most relevant for the study of atoms and molecules. After siumnarizing the basic principles of the subject that represent required knowledge for all students of physical chemistry, the independent-particle approximation so important in molecular quantum mechanics is introduced. A significant effort is made to describe this approach in detail and to coimnunicate how it is used as a foundation for qualitative understanding and as a basis for more accurate treatments. Following this, the basic teclmiques used in accurate calculations that go beyond the independent-particle picture (variational method and perturbation theory) are described, with some attention given to how they are actually used in practical calculations. [Pg.4]

Redlich [3] has criticized the so-called zeroth law on the grounds that the argument applies equally well for the introduction of any generalized force, mechanical (pressure), electrical (voltage), or otherwise. The difference seems to be that the physical nature of these other forces has already been clearly defined or postulated (at least in the conventional development of physics) while in classical thennodynamics, especially in the Bom-Caratheodory approach, the existence of temperature has to be inferred from experiment. [Pg.325]

There are two different aspects to these approximations. One consists in the approximate treatment of the underlying many-body quantum dynamics the other, in the statistical approach to observable average quantities. An exlmistive discussion of different approaches would go beyond the scope of this introduction. Some of the most important aspects are discussed in separate chapters (see chapter A3.7. chapter A3.11. chapter A3.12. chapter A3.131. [Pg.774]

Sensitivity levels more typical of kinetic studies are of the order of lO molecules cm . A schematic diagram of an apparatus for kinetic LIF measurements is shown in figure C3.I.8. A limitation of this approach is that only relative concentrations are easily measured, in contrast to absorjDtion measurements, which yield absolute concentrations. Another important limitation is that not all molecules have measurable fluorescence, as radiationless transitions can be the dominant decay route for electronic excitation in polyatomic molecules. However, the latter situation can also be an advantage in complex molecules, such as proteins, where a lack of background fluorescence allow s the selective introduction of fluorescent chromophores as probes for kinetic studies. (Tryptophan is the only strongly fluorescent amino acid naturally present in proteins, for instance.)... [Pg.2958]

As mentioned in the introduction, the simplest way of approximately accounting for the geomehic or topological effects of a conical intersection incorporates a phase factor in the nuclear wave function. In this section, we shall consider some specific situations where this approach is used and furthermore give the vector potential that can be derived from the phase factor. [Pg.44]

For larger systems, various approximate schemes have been developed, called mixed methods as they treat parts of the system using different levels of theory. Of interest to us here are quantuin-seiniclassical methods, which use full quantum mechanics to treat the electrons, but use approximations based on trajectories in a classical phase space to describe the nuclear motion. The prefix quantum may be dropped, and we will talk of seiniclassical methods. There are a number of different approaches, but here we shall concentrate on the few that are suitable for direct dynamics molecular simulations. An overview of other methods is given in the introduction of [21]. [Pg.252]

The main disadvantage of this approach arises when the limit constrained system is different from (4), as mentioned in the introduction and demonstrated in 5 for our second model problem. [Pg.289]

Before concluding this section it should be emphasi/cd that knowledge extraction from reaction databases is still a challenging problem having many important applications. There is still room for new approaches to this task, Furthermore, groat efforts should be made to improve the depth of information stored in reaction databases. With the introduction of electronic lab journals, the primary information on a chemical reaction gained in the laboratoiy becomes directly available. [Pg.545]

Iris type of constrained minimisation problem can be tackled using the method of Lagrange nultipliers. In this approach (see Section 1.10.5 for a brief introduction to Lagrange nultipliers) the derivative of the function to be minimised is added to the derivatives of he constraint(s) multiplied by a constant called a Lagrange multiplier. The sum is then et equal to zero. If the Lagrange multiplier for each of the orthonormality conditions is... [Pg.72]


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See also in sourсe #XX -- [ Pg.18 , Pg.19 , Pg.20 , Pg.21 ]




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