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Elements isotope representation

Fig. 8. Schematic representation of heteroatom-containing structural elements in polymers that are disposed for characterisation by 1H/X/Y triple resonance experiments where X = 13C and Y = 19F, 31P, 29Si, 119Sn, with possible coherence transfer pathways being indicated by single and double headed arrows.36 39 Selective observation of the correlations of the building blocks in (a)-(c) requires experiments involving out-and-back coherence transfer via Vc.h/ -A.x (a), Vc.h/ cx (b), or / . (c), whereas the simultaneous observation of all correlation signals originating from a chain of an isotope labelled sample (d) is feasible by means of a HCa(Y)-CC-TOCSY sequence.39... Fig. 8. Schematic representation of heteroatom-containing structural elements in polymers that are disposed for characterisation by 1H/X/Y triple resonance experiments where X = 13C and Y = 19F, 31P, 29Si, 119Sn, with possible coherence transfer pathways being indicated by single and double headed arrows.36 39 Selective observation of the correlations of the building blocks in (a)-(c) requires experiments involving out-and-back coherence transfer via Vc.h/ -A.x (a), Vc.h/ cx (b), or / . (c), whereas the simultaneous observation of all correlation signals originating from a chain of an isotope labelled sample (d) is feasible by means of a HCa(Y)-CC-TOCSY sequence.39...
If the reference materials are pure substances and can be specified on the microscopic level, then they represent the unit amount of substance. Because there are no absolute pure substances the representation is in all cases an approximation. The degree of approximation is given by the accuracy of the contents of the main component. In case of pure elements, e.g. metals Fe, Cu, Zn the determination of the main component by coulometry is limited by an uncertainty of 0.01%. The determination of all impurities needs completeness and requires a great deal of analytical equipment. However, a combination of inductively coupled plasma-mass spectrometry (ICP-MS), atomic absorption spectrometry (AAS) and isotope dilution mass spectrometry (ID-MS) covering all elements of the periodic table allows a decrease of total uncertainty to 0.0032% (Cu, see Fig. 8). [Pg.100]

This symbol is equivalent to writing fluorine-19. This alternative representation is frequently used to denote specific isotopes of elements. [Pg.270]

Figure 2.8 Depicting the atom. Atoms of carbon-12, oxygen-16, uranium-235, and uranium-238 are shown (nuclei not drawn to scale) with their symbolic representations. The sum of the number of protons (Z) and the number of neutrons (A/) equals the mass number A). An atom is neutral, so the number of protons in the nucleus equals the number of electrons around the nucleus. The two uranium atoms are isotopes of the element. Figure 2.8 Depicting the atom. Atoms of carbon-12, oxygen-16, uranium-235, and uranium-238 are shown (nuclei not drawn to scale) with their symbolic representations. The sum of the number of protons (Z) and the number of neutrons (A/) equals the mass number A). An atom is neutral, so the number of protons in the nucleus equals the number of electrons around the nucleus. The two uranium atoms are isotopes of the element.
Knowledge Required (1) The symbolic representation of isotopes,-with the atomic number of an element written as a left-hand subscript, the mass number written as a left-hand superscript, and the ionic charge (if any) written as a right-hand superscript. (2) The fact that the mass number is the sum of the number of protons and neutrons. [Pg.2]

Schematic representation of the known mass-yield curves for the spontaneously fissioning isotopes of the elements with Z = 98 to Z = 104 (Hoffman and Lane 1995)... Schematic representation of the known mass-yield curves for the spontaneously fissioning isotopes of the elements with Z = 98 to Z = 104 (Hoffman and Lane 1995)...
Schematic representations of all of the measured mass-yield distributions (normalized to 200% fragment yield) for SF of the trans-Bk isotopes are shown in Fig. 18.13 (Hoffinan and Lane 1995). It is interesting to observe rather sudden changes from asymmetric to symmetric fission as reflected by the mass distributions changing from asymmetric to symmetric mass distributions as the neutron number increases toward N 160 for the elements Fm Z = 100), No (Z= 102), andRf(Z= 104). Schematic representations of all of the measured mass-yield distributions (normalized to 200% fragment yield) for SF of the trans-Bk isotopes are shown in Fig. 18.13 (Hoffinan and Lane 1995). It is interesting to observe rather sudden changes from asymmetric to symmetric fission as reflected by the mass distributions changing from asymmetric to symmetric mass distributions as the neutron number increases toward N 160 for the elements Fm Z = 100), No (Z= 102), andRf(Z= 104).
A large number of isotopes have been added to those shown as of mid-2002 for Sg (106) and beyond in O Fig. 21.9 of the authors previous SHE paper (Hofftnan and Lee 2003). Many assignments have changed, some have been dropped entirely, and a host of others have been added and still await confirmation. Figure 21.12 shows a similar representation of the isotopes reported (not necessarily confirmed) for Sg(106) through element 118 as of mid-2009 (Diillmann 2009). [Pg.1025]

This technique is used mainly for determining elemental components in a sample. As the name implies, its principle of operation is based on absorption of photons emitted from a source and measurement of the extent of signal attenuation by the atomized sample that reaches a detector as shown schematically for a generic atomic absorption spectrophotometer (Figure 1.17a). Figure 1.17b shows a representation of an atomic absorption spectrometer (AAS) that was developed in the 1960s for measurement of uranium isotopes (Goleb 1966). [Pg.41]

The figure is a representation of 50 atoms of a fictitious element with the symbol Nt and atomic number 120. Nt has three isotopes represented by the following colors Nt-304 (red), Nt-305 (blue), and Nt-306 (green). [Pg.124]

After microwave-assisted digestion of the sample with a mixture of nitric acid and hydrogen peroxide, during which equilibration with the isotopically enriched spikes added also took place, formic acid was used to convert the isotope-diluted elements into volatile compounds in a photo-reactor. In the case of iron and nickel, the corresponding volatile carbonyl compounds are most likely formed, whereas in the case of selenium, hydride compounds are obtained. A schematic representation of the UV-PVG-ICP-IDMS setup is shown in Figure 8.10. The good accuracy of results was demonstrated by the successful analysis of certified reference materials. Extremely low LODs of 0.18, 1.0, and 1.7 pgg were found for Ni, Fe, and Se, respectively, which are improvements of a factor of 30 for the two metals and 150 for Se compared with conventional pneumatic solution nebulization. [Pg.208]

The first isotcpe, with 235 — 92 = 143 neutrons in its nucleus, is used in nuclear reactors and atomic bombs, whereas the second isotr, with 146 neutrons, lacks the fffoperties necessary for these applications. With the exception of hydrogen, which has different names for each of its isotopes, the isotopes of other elements are identified by their mass numbers. The two isotopes of uratrium are called uranium-235 (pronounced Tiianium two thirty-five ) and uranium-238 (jx onounced uranium two thirty-eight ). Because the subscripted atomic number can be determined from the elemental symbol, it may be omitted from these representations without the loss of any inframatirai. The symbols and are sufficient to spediy the isotopes tritium and uranium-235, respectively. [Pg.42]

With the addition of the Ppp term the atomic polar tensor matrix becomes mass independent since it refers to a space-fixed coordinate system. Thus, the transformation of measured infrared intensities of different isotopic species of a molecule widi identical symmetry will result in proximately the same Px mahix, within the experimental uncertainties. This is an important feature of the atomic polar tensor representation of infrared band intensities. The troublesome problem of rotational correction terms is treated in a straightforward and general way. The treatment, however, introduces some difficulties in the physical interpretation of the elements of atomic polar tensors. These will be discussed later in conjunction with some examples of calculations. [Pg.81]


See other pages where Elements isotope representation is mentioned: [Pg.45]    [Pg.128]    [Pg.218]    [Pg.394]    [Pg.641]    [Pg.104]    [Pg.760]    [Pg.2]    [Pg.6]    [Pg.133]    [Pg.2]    [Pg.86]    [Pg.3213]    [Pg.97]    [Pg.125]    [Pg.233]    [Pg.244]    [Pg.15]    [Pg.6]    [Pg.377]    [Pg.31]    [Pg.153]    [Pg.6]    [Pg.265]   
See also in sourсe #XX -- [ Pg.66 ]




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Isotopes representation

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