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Level manifolds

Two variables of a PES experiment are readily altered the input photon energy (hv) and the output photoelectron kinetic energy (KE). In a classical energy distribution curve (EDC) operation mode, one scans KE only and obtains information on the energy level manifold. While this is the only mode possible with fixed-energy VUV photon sources, SR permits two further combinations a constant final-state (CFS) mode where one scans hv and a constant initial-state (CIS) mode with both hv and KE scanned in such a way that their difference remains constant. CIS and CFS modes permit separate studies of the initial (ground electronic states, ionization probabilities) and final (photoelectron perturbed by the molecular ion) stages of photoionization events. [Pg.132]

The important conclusions of these studies are that, even at low pressures, collisions can drastically modify fluorescence decay curves. Rotational and/or vibrational energy transfer can stabilize an initially formed predissociated state by downward relaxation and conversely can destabilize a stable state by upward energy transfer into an unstable part of the energy level manifold. [Pg.14]

In general, when the O components are well separated energetically so that Ejt within each may be determined, the values thus obtained exhibit a marked quenching of Jahn-Teller activity relative to that of the original Oh ground level manifold, and this quenching tends to become more pronounced as the magnitude of the spin contribution, S, increases. Some illustrative examples are therefore appropriate at this point. [Pg.131]

There are some particularly interesting phenomena encountered in the observation of interstellar molecular spectra the experimental data show that the rotational distribution is, in most cases, anomalous. There is no common single excitation temperature which can describe the interstellar population distribution over the energy level manifold in terms of a Boltzmann distribution. [Pg.52]

Figure 2.4 Schematic energy level manifold for atoms (left) and molecules (right). Vibrational levels are indexed for each electronic state /7, rotational levels are indexed only for one vibrational state, for clarity... Figure 2.4 Schematic energy level manifold for atoms (left) and molecules (right). Vibrational levels are indexed for each electronic state /7, rotational levels are indexed only for one vibrational state, for clarity...
The spectrum in Figure 7.5 reveals a sequence of (vibrational) bands, with resolution of rotational transitions in favourable cases. The energy-level structure can be deduced from the positions of the emission lines in the spectrum. In tuning the excitation laser sequentially to a number of different excited states, one can build up the complete vibrational-rotational energy-level manifold of the ground state. [Pg.106]

If the initial and final energy states involved in a Raman transition belong to the rotational level manifold of two different vibrational states, then slightly different conditions than those for pure rotational Raman scattering are encountered in observing the related spectra. [Pg.123]

Here, N and R represent nuclearity and radius, respectively. The values of the exponents a and /3i are normally 1 and respectively. The scaling law describes the experimental observations on ionization energy and charging energy reasonably well. When the size of clusters becomes extremely small (say less than 10-12 metal atoms), the clusters act like molecules with different energy level manifolds. [Pg.93]

For example, the loss of power output due to an individual cell failure is only 1 % in a stack of 100 cells. However, the very small deviation caused by the cell failure may be amplified in multiple level manifolds due to water blockage of the cell. This effect of amplification may be serious enough to lead to various other degradations or failure of materials and catalysts or local hotspot or flooding. [Pg.82]

The figure shows examples of solutions to this problem with the rheological balance maintained. Because of the flow disruptions that occur, it has been necessary to eliminate the central channel located opposite the sprue bushing channel. In Figure 4.71b a two-level manifold has been used, with a central channel with a diameter that is smaller than the diameter of the outside channels. In Figure 4.71c, a manifold with two small-diameter inclined channels has been used. [Pg.160]

This makes it possible to design multi-level manifolds for 4-64 nozzles. This system gives the user considerable freedom to locate nozzles in the mould using standard manifolds, which lowers the cost of the mould. [Pg.161]

Figure 4.75 Three-level manifold with tip nozzles, with 5 V heating in 32-cavity mould... Figure 4.75 Three-level manifold with tip nozzles, with 5 V heating in 32-cavity mould...
Figure 4.89 Two-level manifold with internal heating, type COOL ONE... Figure 4.89 Two-level manifold with internal heating, type COOL ONE...
Maintaining natural balance in melt supply wherever possible is currently one of the criteria used to judge whether an injection mould has been properly designed. It is so important that despite the greater expense, even three-level manifolds are found. [Pg.240]

An 8-cavity split-cavity mould for a handwheel made of Ultraform S (POM) produced by the company TELL The cavities, laid out in a single row, require channel balancing, either natural, with a three-level manifold, or rheological, with a standard manifold (see Figure 6.6). [Pg.245]

Figure 5 Energy level manifold in a high magnetic field, resulting from the interaction of an unpaired electron (S = i) with a nucleus of / = I Note that a > 0. a/2 < V. ... Figure 5 Energy level manifold in a high magnetic field, resulting from the interaction of an unpaired electron (S = i) with a nucleus of / = I Note that a > 0. a/2 < V. ...

See other pages where Level manifolds is mentioned: [Pg.195]    [Pg.196]    [Pg.14]    [Pg.153]    [Pg.140]    [Pg.3779]    [Pg.367]    [Pg.335]    [Pg.337]    [Pg.374]    [Pg.105]    [Pg.349]    [Pg.16]    [Pg.5214]    [Pg.194]    [Pg.328]    [Pg.158]    [Pg.158]    [Pg.159]    [Pg.161]    [Pg.163]    [Pg.245]    [Pg.263]    [Pg.263]    [Pg.367]   
See also in sourсe #XX -- [ Pg.35 ]




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Manifold multi-level

Manifold three-level

Manifolding

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