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Analyte profile, measurement

Two sensibly priced commercial databases for solubility exist [366,507], An article in the journal Analytical Profiles of Drug Substances carries solubility data [496]. Abraham and Le [508] published a list of intrinsic aqueous solubilities of 665 compounds, with many ionizable molecules. It is difficult to tell from published lists what the quality of the data for ionizable molecules is. Sometimes, it is not clear what the listed number stands for. For example, Sw, water solubility, can mean several different things either intrinsic value, or value determined at a particular pH (using buffers), or value measured by saturating distilled water with excess compound. In the most critical applications using ionizable molecules, it may be necessary to scour the original publications in order to be confident of the quality of reported values. [Pg.100]

For the He-Ar and Ne-Ar spectra at low frequencies, for v < 50 cm-1 and 60 cm-1 < v < 80 cm-1, experimental problems (transmission of windows, etc.,) made a measurement impossible the small dots are estimates of the absorption obtainable by fitting suitable analytical profiles to the data, such as those mentioned in Section 3.7 below. [Pg.59]

Once the classification space is defined and a distance measure selected, a classification rule can be developed. At this time, the calibration data, which contain analytical profiles for samples of known class, are used to define the classification rule. Classification rules vary widely depending on the specific classification method chosen, but they essentially contain two components ... [Pg.289]

We note that it is often possible to approximate exact lineshapes fairly closely if suitable analytical model profiles are selected whose lowest two or three spectral moments are matched to those of the measurement [231], Various suitable model profiles are known, but certain three-parameter models approximate the exact shapes so closely that lineshape calculations may be dispensible for some applications. Other analytical profiles are, however, less than convincing for the purpose [314],... [Pg.457]

One major advantage of using NMR spectroscopy to study complex biomixtures is that measurements can often be made with minimal sample preparation (usually with only the addition of 5-10% D2O) and a detailed analytical profile can be obtained on the whole biological sample. Hence, much effort has been expended in discovering efficient new NMR pulse sequence techniques for spectral simplification and water suppression especially for biofluids. ... [Pg.7]

Neutron depth profiling has been applied in many areas of electronic materials research, as discussed here and in the references. The simplicity of the method and the interpretation of data are described. Major points to be made for NDP as an analytical technique include i) it is nondestructive il) isotopic concentrations are determined quantitatively iii) profiling measurements can be performed in essentially all solid materials, however depth resolution and depth of analysis are material dependent iv) NDP is capable of profiling across interfacial boundaries and v) there are few interferences. [Pg.177]

The profiler SGA (Sirius Analytical Instruments) measures pKa by a spectrophotometric procedure on a fully automated sample-handling platform, using a continuous pH-gradient instead of an electrode to control the pH. In this setup the molecule is exposed to a continuously changing pH environment and the variation in its UV spectrum within the pH range 2 to 12 can be measured in about 2 minutes. [Pg.386]

The study of the interfacial phenomena between the channel wall and the colloidal suspension under study in sedimentation field-flow fractionation (SdFFF) is of great significance in investigating the resolution of the SdFFF separation method and its accuracy in determining particles physicochemical quantities. The particle-wall interactions in SdFFF affect the exponential transversal distribution of the analyte and the parabolic flow profile, leading to deviations from the classical retention theory, thus influencing the accuracy of analyte quantities measured by SdFFF. Among the various particle-wall interactions, our discussion focuses on the van der Waals attractive and electrostatic repulsion forces, which play dominant roles in SdFFF surface phenomena. [Pg.2128]

Due to the complexity of nuclear forces, predictions from nuclear model calculations for the cross sections of nuclear reactions and their dependence on energy and detection angle are difficult, and even if it is possible, they are not precise enough for analytical purposes. Thus, one has to rely on measured data. There are many published experimental cross-section data in the basic literature on nuclear physics, but usually the same problem occurs again neither are the experimental conditions the same, nor are the precisions good enough for NRA. For depth profile measurements, the knowledge of precise resonance parameters is crucial, and often the published experimental data have to be remeasured to fulfill the requirements of the technique. [Pg.1724]

Depth concentration measurement is an important application of surface analytical methods. Examples are depth distribution of additives in plastics, or interface analysis where polymers are in contact with metals or ceramics. All surface methods with a good depth resolution (XPS, AES, SIMS) are suitable for depth or profile measurements. Complete multilayer coating systems require analytical methods that are applicable to small sample sizes and low concentrations. Techniques for obtaining chemical composition and component distribution depth profiles for automotive coating systems, both in-plane (or slab) microtomy and cross-section microtomy, include /xETIR, /xRS, ToE-SIMS, optical microscopy, TEM, as well as solvent extraction followed by HPLC, as illustrated by Adamsons et al. [5]. Surface and interface/interphase analysis can now be done routinely on both simple monolayer coatings and complex multicomponent, multilayered... [Pg.460]

Figure 15.13. Simulated ESI-MS dispersion profiles, representing the signal intensity of selected analytes at the end of a laminar flow tube under different conditions, (a) Dispersion profile expected far a single analyte in the absence of diffusion, that is, D = 0. (b) Dispersion profiles expected for a macromolecule (D= 1 x 10 m /s, solid curve), and a small molecule (D= 10 x 10 m /s, dashed curve). It is assumed that the two analytes do not interact in solution, (c) Dispersion profiles as in panel b, but under the assumption of tight noncovalent binding between the two analytes. Under these conditions the profiles measured for the two species will be identical (for the purpose of presentation, one of the profiles has been slightly shifted). Parameters used Tube length / = 3 m, tube radius R = 129.1 pm, flow rate = 5 pL/min (corresponding to max = 3.18 X 10 m/s). The dispersion profile in panel a has been calculated based on Eq. (19) in Ref. 110 all the other j ofiles have been calculated based on Eq. (17) from the same reference. For simplicity, all dispersion profiles have been normalized to unity. (Reproduced with permission from Ref. 112. Copyright 2003 Elsevier.)... Figure 15.13. Simulated ESI-MS dispersion profiles, representing the signal intensity of selected analytes at the end of a laminar flow tube under different conditions, (a) Dispersion profile expected far a single analyte in the absence of diffusion, that is, D = 0. (b) Dispersion profiles expected for a macromolecule (D= 1 x 10 m /s, solid curve), and a small molecule (D= 10 x 10 m /s, dashed curve). It is assumed that the two analytes do not interact in solution, (c) Dispersion profiles as in panel b, but under the assumption of tight noncovalent binding between the two analytes. Under these conditions the profiles measured for the two species will be identical (for the purpose of presentation, one of the profiles has been slightly shifted). Parameters used Tube length / = 3 m, tube radius R = 129.1 pm, flow rate = 5 pL/min (corresponding to max = 3.18 X 10 m/s). The dispersion profile in panel a has been calculated based on Eq. (19) in Ref. 110 all the other j ofiles have been calculated based on Eq. (17) from the same reference. For simplicity, all dispersion profiles have been normalized to unity. (Reproduced with permission from Ref. 112. Copyright 2003 Elsevier.)...
In hydrodynamic voltammetry current is measured as a function of the potential applied to a solid working electrode. The same potential profiles used for polarography, such as a linear scan or a differential pulse, are used in hydrodynamic voltammetry. The resulting voltammograms are identical to those for polarography, except for the lack of current oscillations resulting from the growth of the mercury drops. Because hydrodynamic voltammetry is not limited to Hg electrodes, it is useful for the analysis of analytes that are reduced or oxidized at more positive potentials. [Pg.516]

The physical techniques used in IC analysis all employ some type of primary analytical beam to irradiate a substrate and interact with the substrate s physical or chemical properties, producing a secondary effect that is measured and interpreted. The three most commonly used analytical beams are electron, ion, and photon x-ray beams. Each combination of primary irradiation and secondary effect defines a specific analytical technique. The IC substrate properties that are most frequendy analyzed include size, elemental and compositional identification, topology, morphology, lateral and depth resolution of surface features or implantation profiles, and film thickness and conformance. A summary of commonly used analytical techniques for VLSI technology can be found in Table 3. [Pg.355]

A powerful tool now employed is that of diode array detection (DAD). This function allows peaks detected by UV to be scanned, and provides a spectral profile for each suspected microcystin. Microcystins have characteristic absorption profiles in the wavelength range 200-300 nm, and these can be used as an indication of identity without the concomitant use of purified microcystin standards for all variants. A HPLC-DAD analytical method has also been devised for measurement of intracellular and extracellular microcystins in water samples containing cyanobacteria. This method involves filtration of the cyanobacteria from the water sample. The cyanobacterial cells present on the filter are extracted with methanol and analysed by HPLC. The filtered water is subjected to solid-phase clean-up using C g cartridges, before elution with methanol and then HPLC analysis. [Pg.118]

The most common application of dynamic SIMS is depth profiling elemental dopants and contaminants in materials at trace levels in areas as small as 10 pm in diameter. SIMS provides little or no chemical or molecular information because of the violent sputtering process. SIMS provides a measurement of the elemental impurity as a function of depth with detection limits in the ppm—ppt range. Quantification requires the use of standards and is complicated by changes in the chemistry of the sample in surface and interface regions (matrix efiects). Therefore, SIMS is almost never used to quantitadvely analyze materials for which standards have not been carefiilly prepared. The depth resoludon of SIMS is typically between 20 A and 300 A, and depends upon the analytical conditions and the sample type. SIMS is also used to measure bulk impurities (no depth resoludon) in a variety of materials with detection limits in the ppb-ppt range. [Pg.528]

Static SIMS is labeled a trace analytical technique because of the very small volume of material (top monolayer) on which the analysis is performed. Static SIMS can also be used to perform chemical mapping by measuring characteristic molecules and fiagment ions in imaging mode. Unlike dynamic SIMS, static SIMS is not used to depth profile or to measure elemental impurities at trace levels. [Pg.528]


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