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Photon energy exploitation

Figure 10.4—Vibrational energy levels of a bond, a) For isolated molecules b) For molecules in the condensed phase. The transition from V — 0 to V = 2 corresponds to a weak harmonic band. Because of the photon energy involved in the mid IR, it can be calculated that the first excited state (V = 1) is 106 times less populated than the ground state. Harmonic transitions are exploited in the near IR. Figure 10.4—Vibrational energy levels of a bond, a) For isolated molecules b) For molecules in the condensed phase. The transition from V — 0 to V = 2 corresponds to a weak harmonic band. Because of the photon energy involved in the mid IR, it can be calculated that the first excited state (V = 1) is 106 times less populated than the ground state. Harmonic transitions are exploited in the near IR.
When studying the absorption of increasing photon energy by an atom or ion initially in a given bound state, to be gradually excited until it becomes ionised, and to have afterwards the free electron increase its kinetic energy, there is no discontinuity in the oscillator strength spectral density at the ionisation threshold. An adequate theoretical calculation must reproduce such continuity, which may also be exploited to interpolate a value for the threshold photoionisation cross section. [Pg.50]

Measuring An in a spectral region were Ak is much smaller. Such nonlinearities are referred to as non-resonant (associated with virtual states), being excited by photon energies far away from any electronic transition. These nonlinearities can be exploited in photonic devices for full optical signal processing, in which optical losses due to real absorption are kept low [31,45-52,78]. [Pg.72]

There are three principal modes of ET, namely, thermal, optical and photoinduced ET, and these are shown schematically in Fig. 1. Optical ET differs from photoinduced ET in that ET in the former process results from direct electronic excitation into a charge transfer (CT) or intervalence band, whereas photoinduced ET takes place from an initially prepared locally excited state of either the donor or acceptor groups. Photoinduced ET is an extremely important process and it is widely studied because it provides a mechanism for converting photonic energy into useful electrical potential which may then be exploited in a number of ways. The most famous biological photoinduced ET reaction is, of course, that which drives... [Pg.2]

In this respect, during the last few years, computational methods have been successfully applied to explore photon energy wastage mechanisms (e.g. in fluorescent probes) [1-3] and the mechanism of fast internal conversion in the DNA basis [4]. Similarly, as an example of process where light is exploited to drive stereospecific... [Pg.269]

Conventional photoelectron spectroscopy uses a rare-gas discharge lamp to produce radiation at the wavelength of the He 2p <— Is atomic transition (hu = 21.218 eV). Synchrotron radiation is now widely used for PES because its photon energy is widely tunable yet monochromatic. The initial state, in the first PES experiments, has been the molecular ground state but now, by exploiting Resonance Enhanced Multi-Photon Ionization (REMPI) excitar tion/detection schemes (see Section 1.2.2.3), any excited state of the molecule can be used as the initial state for PES (for a review, see Pratt, 1995). [Pg.553]

By using a synchrotron source instead of a He lamp to provide the ultraviolet photons a photon energy can be selected that preferentially favours emission from a particular element by exploiting variations in photoemission cross-section. The partial density of states contribution from each individual element can then be determined. [Pg.583]

On the other hand, the importance of the progress in this field has been recently reckoned by the European Commission for the Research. Very obviously, the knowledge of conical intersections appears to be a key step for the rational design of molecules capable to either exploit or waste the photon energy (see for instance Ref. 38). [Pg.313]

The use of polarized light allows one to determine the polarity of the states with respect to a mirror plane by exploiting the symmetry selection rules for different polarizations. Moreover atomic-like symmetry (1) of band states can be identified by typical cross-section dependences (see fig. 6, section 4) as a function of the photon energy and polarization. [Pg.12]


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