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Relative areas

The general type of approach, that is, the comparison of an experimental heat of immersion with the expected value per square centimeter, has been discussed and implemented by numerous authors [21,22]. It is possible, for example, to estimate sv - sl from adsorption data or from the so-called isosteric heat of adsorption (see Section XVII-12B). In many cases where approximate relative areas only are desired, as with coals or other natural products, the heat of immersion method has much to recommend it. In the case of microporous adsorbents surface areas from heats of immersion can be larger than those from adsorption studies [23], but the former are the more correct [24]. [Pg.576]

The absolute measurement of areas is not usually usefiil, because tlie sensitivity of the spectrometer depends on factors such as temperature, pulse length, amplifier settings and the exact tuning of the coil used to detect resonance. Peak intensities are also less usefiil, because linewidths vary, and because the resonance from a given chemical type of atom will often be split into a pattern called a multiplet. However, the relative overall areas of the peaks or multiplets still obey the simple rule given above, if appropriate conditions are met. Most samples have several chemically distinct types of (for example) hydrogen atoms within the molecules under study, so that a simple inspection of the number of peaks/multiplets and of their relative areas can help to identify the molecules, even in cases where no usefid infonnation is available from shifts or couplings. [Pg.1442]

Al Ihe beginning of Ihis seclion we noted lhal an NMR speclrum provides slruc lural mformalion based on chemical shift Ihe number of peaks Iheir relative areas and Ihe mulhphcily or splitting of Ihe peaks We have discussed Ihe lirsl Ihree of Ihese fea lures of H NMR speclroscopy Lei s now torn our attention to peak splitting to see whal kind of information il offers... [Pg.535]

Form view factor A factor which describes the effects of the relative area of two surfaces, the geometry of the surfaces in relation to each other, and the two emissivities on radiation heat exchange between the surfaces. [Pg.1443]

At the beginning of this section we noted that an NMR spectrum provides structural infoiination based on chemical shift, the number of peaks, their relative areas, and the multiplicity, or splitting, of the peaks. We have discussed the first three of these features of H NMR spectroscopy. Let s now turn our attention to peak splitting to see what kind of infonnation it offers. [Pg.535]

Integrated area (Section 13.6) The relative area of a signal in an NMR spectrum. Areas are proportional to the number of equivalent protons responsible for the peak. [Pg.1286]

The first two predicted and observed excited states match up easily, and there is reasonable agreement between the two energies (especially for the second excited state). We also identify the fifth predicted excited state with the third observed peak, based on the identical symmetry and its relative oscillator strength with respect to the other predicted excited states it is the strongest state seen here, just as the observed A[ peak has the greatest relative area. [Pg.219]

Titanium in contact with other metals In most environments the potentials of passive titanium. Monel and stainless steel, are similar, so that galvanic effects are not likely to occur when these metals are connected. On the other hand, titanium usually functions as an efficient cathode, and thus while contact with dissimilar metals is not likely to lead to any significant attack upon titanium, there may well be adverse galvanic effects upon the other metal. The extent and degree of such galvanic attack will depend upon the relative areas of the titanium and the other metal where the area of the second metal is small in relation to that of titanium severe corrosion of the former will occur, while less corrosion will be evident where the proportions are reversedMetals such as stainless steel, which, like titanium, polarise easily, are much less affected in these circumstances than copper-base alloys and mild steel. [Pg.873]

The extent of galvanic effects will be influenced by, in addition to the usual factors that affect corrosion of a single metal, the potential relationships of the metals involved, their polarisation characteristics, the relative areas of anode and cathode, and the internal and external resistances in the galvanic circuit (see Section 1.7). [Pg.1018]

The pseudohomogeneous reaction term in Equation (11.42) is analogous to that in Equation (9.1). We have explicitly included the effectiveness factor rj to emphasis the heterogeneous nature of the catalytic reaction. The discussion in Section 10.5 on the measurement of intrinsic kinetics remains applicable, but it is now necessary to ensure that the liquid phase is saturated with the gas when the measurements are made. The void fraction s is based on relative areas occupied by the liquid and soUd phases. Thus,... [Pg.412]

Sample A contains eight H2 molecules and four Ne atoms, and Sample B contains four H2 molecules and eight Ne atoms. In a beam experiment, both samples would give two peaks in relative areas of 2 1. Which sample was used for this experiment Particles with small mass move faster than particles with large mass, so we expect HziM M — 2.02 g/mol) to reach the detector before Ne (M M = 20.2 g /mol). The data show that the first substance to reach the detector is present in the smaller amount. Consequently, the sample used in the beam experiment is the one with the smaller amount of the hydrogen molecules. Sample B. [Pg.295]

The quadrupole doublet has an isomer shift corresponding to iron in the ferric or Fe " state. After reduction in H2 at 675 K the catalyst consists mainly of metallic iron, as evidenced by the sextet, along with some unreduced iron, which gives rise to two doublet contributions of Fe " and Fe " in the centre. The overall degree of iron reduction, as reflected by the relative area under the bcc ion sextet, is high. Fischer-Tropsch synthesis at 575 K in CO and FI2 converts the metallic iron into the Flagg carbide, Fe5C2. The unreduced iron is mainly present as Fe ". Exposure of the carburized catalyst to the air at room temperature leaves most of the carbide phase unaltered but oxidizes the ferrous to ferric iron. [Pg.149]

Spin-canting is conveniently studied by Mossbauer spectroscopy with large magnetic fields applied parallel to the y-ray direction. The relative areas of the six lines are given by 3 p l l p 3, where... [Pg.229]

If the refractive indices of the solvents used for the sample and the fluorescence standard are not the same, a further correction must be made. For example, quinine sulfate in 0.1 N H2S04 (Or = 0.5) is commonly used as a fluorescence standard. If the fluorescence of the sample whose relative quantum yield is desired is determined in benzene, a correction factor of 27% must be applied in determining the relative areas under the fluorescence bands. If ethanol is used, this correction is only 5.5%. [Pg.323]

We use hydrogen NMR spectrometry to measure the relative concentrations of the hydrogen atoms that are part of the different monomer residues making up copolymers. We can measure monomer residue concentrations directly by comparing the relative areas of the various peaks with which they are associated. [Pg.110]


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See also in sourсe #XX -- [ Pg.519 , Pg.528 , Pg.597 ]




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Fits which Yield Relative Numbers for the Surface Area

Relative absorption area

Relative area percent

Relative bonded area

Relative peak area

Relative peak areas and proton counting

Relative surface area

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