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Synchrotron Excitation

Fig. 5.6. a-d Cathodoluminescence and synchrotron excited spectra of Pr activated apatite... [Pg.137]

Thus, in the case of polymer solutions. Synchrotron excited FAD leads to results consistent with previous experimental data and with the most recent theoretical expectations. Moreover, this technique is able to measure the OACF with a precision unavailable previously, and gives access to new information on polymer dynamics. These observations support the use of this technique in the newer field of local dynamics in bulk polymers. [Pg.114]

Lavolee and Tramer have observed collision-induced intersystem crossing from perturbed A H levels of CO by utilization of synchrotron excitation. These diatomic examples should provide a more quantitative test of the theoretical principles which are also applicable (with some appended summations over coupled states) to larger molecules like glyoxal. [Pg.316]

The basic pXRF measurement is a spot analysis where the beam is positioned on the area of interest and a fluorescence spectrum is accumulated. Efforts must be made to optimize the detector configuration for a particular measurement. In particular, with a synchrotron excitation source, it is common for a solid-state detector to be easily saturated by fluorescence from major elements in the sample as well as from scattered radiation. Consequently, the count rate in the detector needs to be optimized by varying one or more of the following incident beam intensity, detector collection solid angle... [Pg.437]

The active participation of Sq level is indirectly accredited by the simultaneous observation of UV and visible emission in cathodoluminescence and synchrotron excited spectra (Fig. 5.8) Excitation into the 4f5d and higher lying bands evidently decays to the Sq level located at 46,300 cm which exhibits luminescence in wide band-gap hosts due to radiative de-excitation to the lower lying levels of Pr. The So- F4 transition at 246 nm is especially strong in oxyapatite. In F-apatite only the line at 269 nm is present. It may be explained by the relatively long-waved absorption edge in fluorapatite, which is at about 300 nm (Morozov et al. 1970). [Pg.246]

Fig. 3.6 Photoelectron spectra with synchrotron excitation for VN. Bottom panel solid curve - density of V34 states dashed curve - partial density of N2p states. Top panel (a) hco = 16.8 eV (b) 21.2 (c) 26.9 (d) 40.8. Fig. 3.6 Photoelectron spectra with synchrotron excitation for VN. Bottom panel solid curve - density of V34 states dashed curve - partial density of N2p states. Top panel (a) hco = 16.8 eV (b) 21.2 (c) 26.9 (d) 40.8.
Ultraviolet photoelectron spectroscopy (UPS) is a variety of photoelectron spectroscopy that is aimed at measuring the valence band, as described in sectionBl.25.2.3. Valence band spectroscopy is best perfonned with photon energies in the range of 20-50 eV. A He discharge lamp, which can produce 21.2 or 40.8 eV photons, is commonly used as the excitation source m the laboratory, or UPS can be perfonned with synchrotron radiation. Note that UPS is sometimes just referred to as photoelectron spectroscopy (PES), or simply valence band photoemission. [Pg.308]

The analysis was performed by XRF method with SR. SRXRF is an instrumental, multielemental, non-destructive analytical method using synchrotron radiation as primary excitation source. The fluorescence radiation was measured on the XRF beam-line of VEPP-3 (E=2 GeV, 1=100 mA), Institute of Nuclear Physics, Novosibirsk, Russia. For quality control were used international reference standards. [Pg.430]

The diffraction mechanisms in XPD and AED are virtually identical this section will focus on only one of these techniques, with the understanding that any conclusions drawn apply equally to both methods, except where stated otherwise. XPD will be the technique discussed, given some of the advantages it has over AED, such as reduced sample degradation for ionic and organic materials, quantification of chemical states and, for conditions usually encountered at synchrotron radiation facilities, its dependence on the polarization of the X rays. For more details on the excitation process the reader is urged to review the relevant articles in the Encyclopedia and appropriate references in Fadley. ... [Pg.241]

The discrete line sources described above for XPS are perfectly adequate for most applications, but some types of analysis require that the source be tunable (i.e. that the exciting energy be variable). The reason is to enable the photoionization cross-section of the core levels of a particular element or group of elements to be varied, which is particularly useful when dealing with multielement semiconductors. Tunable radiation can be obtained from a synchrotron. [Pg.12]

Detection limits for various elements by TXRF on Si wafers are shown in Fig. 4.13. Synchrotron radiation (SR) enables bright and horizontally polarized X-ray excitation of narrow collimation that reduces the Compton scatter of silicon. Recent developments in the field of SR-TXRF and extreme ultra violet (EUV) lithography nurture our hope for improved sensitivity down to the range of less than 10 atoms cm ... [Pg.190]

The method involves the irradiation of a sample with polychromatic X-rays (synchrotron radiation) which inter alia promote electrons from the innermost Is level of the sulfur atom to the lowest unoccupied molecular orbitals. In the present case these are the S-S antibonding ct -MOs. The intensity of the absorption lines resulting from these electronic excitations are proportional to the number of such bonds in the molecule. Therefore, the spectra of sulfur compounds show significant differences in the positions and/or the relative intensities of the absorption lines [215, 220, 221]. In principle, solid, liquid and gaseous samples can be measured. [Pg.91]

Resonant y-ray absorption is directly connected with nuclear resonance fluorescence. This is the re-emission of a (second) y-ray from the excited state of the absorber nucleus after resonance absorption. The transition back to the ground state occurs with the same mean lifetime t by the emission of a y-ray in an arbitrary direction, or by energy transfer from the nucleus to the K-shell via internal conversion and the ejection of conversion electrons (see footnote 1). Nuclear resonance fluorescence was the basis for the experiments that finally led to R. L. Mossbauer s discovery of nuclear y-resonance in ir ([1-3] in Chap. 1) and is the basis of Mossbauer experiments with synchrotron radiation which can be used instead of y-radiation from classical sources (see Chap. 9). [Pg.8]


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Synchrotrons

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