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MSA analyzer

The lower part of the sedimentation cell has sloping walls, hence some particles adhere to this section and others slide down the sloping walls into the measurement zone, so that large particles are frequently found at a level where only small particles should be present. [Pg.439]


Another sedimentation method used is the so-called MSA-analyzer. If the value of "g" in 5.10.8. is increased (such as the use of a centrifuge) one can analyze the very smaU particles in any given distribution in a short time. The problem of course lies in accurate determination of the weight accumulated at a given time under a specific centripetal force. This problem has been neatly solved by careful design of the sedimentation tube, as shown in the following diagram ... [Pg.241]

Werner and Travis method Granumeter M icromerograph MSA analyzer ... [Pg.363]

The MSA analyzer (Figure 8.11) operates in this mode [64]. Objections that can be leveled at this technique are ... [Pg.439]

MSA Analyzer Werner and Travis method Granumeter Micromerograph MSA Analyzer... [Pg.456]

For the particle size measurements of boron and barium dichromate, components of pyrotechnic delay compns, Freeman (Ref 46) evaluated the MSA. Particle Size Analyzer versus microscopy, gravitational liq sedimentation,... [Pg.517]

SixSigma [On-line], Measurement System Capability Manual, Available http //www.6sigma.us/ MeasurementsystemsMSA/measurement-systems-analysis-MSA-p.html, accessed 1 April 2009 I. Verhappen, Typical process analyzer application justification, in Analytical Instrumentation-, Practical Guides for Measurement and Control, R.E. Sherman and L. Rhodes (eds). Instrument Society of America, Research Triangle Park, 1996. [Pg.15]

To help determine the presence of chemical interference from the sample matrix, laboratories use the serial dilution technique, described in Chapter 4.4.4.5. Once the presence of chemical interferences from the sample matrix has been determined, the matrix can be modified to remove interferences or to stabilize the analyte. The sample can be also analyzed using the method of standard additions (MSA), described in Chapter 4.4.4.5. [Pg.234]

The adenosine A3 receptor antagonistic activity of these compounds have been further analyzed [104] in 3D-QSAR using molecular shape analysis (MSA) and molecular field analysis (MFA) techniques in Cerius2 (version 4.8) software [50]. hi this, Jurs atomic charge descriptors were used for the MSA study and H+ point charges and CH3 derived steric fields were used for the MFA study. In this 3D-QSAR study, MSA resulted in Eqs. 12 and 13 and MFA led to Eq. 14. [Pg.190]

In addition to the repulsive part of the potential given by Eq. (4), a short-range attraction between the macroions may also be present. This attraction is due to the van der Waals forces [17,18], and can be modelled in different ways. The OCF model can be solved for the macroion-macroion pair-distribution function and thermodynamic properties using various statistical-mechanical theories. One of the most popular is the mean spherical approximation (MSA) [40], The OCF model can be applied to the analysis of small-angle scattering data, where the results are obtained in terms of the macroion-macroion structure factor [35], The same approach can also be applied to thermodynamic properties Kalyuzhnyi and coworkers [41] analyzed Donnan pressure measurements for various globular proteins using a modification of this model which permits the protein molecules to form dimers (see Sec. 7). [Pg.203]

An expression for the dipole-dipole contribution to the solvation energy has been derived on the basis of the MSA [12, 13] but it is generally felt to overestimate the repulsive effect. When one analyzes the functional form of the dipole-dipole term, it can be shown that it is similar to that for the ion-dipole contribution. As a result, a simple way of writing an improved expression for the Gibbs solvation energy is... [Pg.109]

The MSA is often used if no suitable external calibration curve has been prepared. There may be no time to prepare calibration standards— for example, in an emergency situation in a hospital it may be necessary to measure sodium rapidly in a patient s serum. It may not be possible to prepare a valid set of calibration standards because of the complexity of the sample matrix or due to lack of sufficient information about the sample—for example, industries often require the analysis of mystery samples when something goes wrong in a process. MSA calibration is very useful when certain types of interferences are present in the sample matrix. MSA permits us to obtain accurate results without removing the interferences by performing the calibration in the presence of the interferences. It is often used when only one sample must be analyzed, and the preparation of external standards would be inefficient. [Pg.84]

The fact that an infinity of front velocities occurs for pulled fronts gives rise to the problem of velocity selection. In this section we present two methods to tackle this problem. The first method employs the Hamilton-Jacobi theory to analyze the dynamics of the front position. It is equivalent to the marginal stability analysis (MSA) [448] and applies only to pulled fronts propagating into unstable states. However, in contrast to the MSA method, the Hamilton-Jacobi approach can also deal with pulled fronts propagating in heterogeneous media, see Chap. 6. The second method is a variational principle that works both for pulled and pushed fronts propagating into unstable states as well as for those propagating into metastable states. This principle can deal with the problem of velocity selection, if it is possible to find the proper trial function. Otherwise, it provides only lower and upper bounds for the front velocity. [Pg.132]

Figure 1.4 UV-MALDI mass spectrum of myoglobin. Matrix DHBs (2,5-dihydroxybenzoic acid [2,5-DHB] plus 2-hydroxy-5-methoxysalicylic acid [MSA] 9 1 [w/w]). Wavelength, 337nm mass analyzer, reflectron TOF. Figure 1.4 UV-MALDI mass spectrum of myoglobin. Matrix DHBs (2,5-dihydroxybenzoic acid [2,5-DHB] plus 2-hydroxy-5-methoxysalicylic acid [MSA] 9 1 [w/w]). Wavelength, 337nm mass analyzer, reflectron TOF.
On a molecular scale, the accurate and controlled application of inter-molecular forces can lead to new and previously unachievable nanostructures. This is why molecular self-assembly (MSA) is a highly topical and promising field of research in nanotechnology today. With many complex examples all around in nature, MSA is a widely perceived phenomenon that has yet to be completely understood. Biomolecular assemblies are sophisticated and often hard to isolate, making systematic and progressive analyzes of their fundamental science very difficult. What in fact are needed are simpler MSAs, the constituent molecules of which can be readily synthesized by chemists. These molecules would self-assemble into simpler constmcts that can be easily assessed with current experimental techniques [37, 38]. [Pg.85]

Sample solutions should be measured immediately following calibration. If the instrument is shut down for any reason (the gas tank runs out, the power fails in a thunderstorm, the lamp burns out, the nebulizer clogs up and needs to be cleaned, the graphite tube cracks, the analyst goes to lunch, etc.), the calibration must be repeated when the instrument is turned back on to be sure that items 3-6 are exactly the same for samples and standards. For GFAAS, the platform and tube must be the same for the calibration curve and the samples. If a tube cracks during a run, a new tube and platform are inserted, conditioned per the manufacturer s directions and the calibration standards rerun before samples are analyzed. For extremely complex sample matrices, it may not be possible to make external standards with a similar matrix. In this case, the MSA should be used for quantitative analysis. [Pg.482]

The fluoride ISE is used routinely for measuring fluoridated water and fluoride ion in dental products such as mouthwash. A 50 mL aliquot of water containing sodium fluoride is analyzed using a fluoride ion electrode and the MSAs. The pH and ionic strength are adjusted so that all fluoride ion is present as free F" ion. The potential of the ISE/reference electrode combination in a 50 mL aliquot of the water was -0.1805 V. Addition of 0.5 mL of a 100 mg/L F ion standard solution to the beaker changed the potential to -0.3490 V. Calculate the concentration of (1) fluoride ion and (2) sodium fluoride in the water sample. Copper is deposited as the element on a weighed Pt cathode from a solution of copper sulfate in an electrolytic cell. If a constant current of 0.600 A is used, how much Cu can be deposited in 10.0 min (Assume no other reductions occur and that the reaction at the anode is the electrolysis of water to produce oxygen.)... [Pg.1133]

In the experiments approximate lift-off of 0.2 mm has been hold. The following impedance analysers have been used in the experiments 1) 6500 Series Precision Impedance Analyzer, 20 Hz-120 MHz, from Wayne Kerr Electronics, and 2) HF2IS Impedance Spectroscope, 50 MHz, 210 MSa/s, from Zurich Instruments. [Pg.52]

In order to manage the number of variants to be analyzed, the MSA (Siano et al. 2010) rests on a discretization of the stochastic variables in significantly different combinations of discretized loads-generations, with respect to their likelihood to cause congestions. In order to keep the number of variants under control, some simplifications are made. For instance, correlation coefficients between... [Pg.1490]


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