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Free electron laser characteristics

However, time-resolved X-ray diffraction remains a young science. It is still impossible, or is at least very difficult, to attain time scales below to a picosecond. General characteristics of subpicosecond X-ray diffraction and absorption are hardly understood. To progress in this direction, free electron laser X-ray sources are actually under construction subject to heavy financial constraints. Nevertheless, this field is exceptionally promising. Working therein is a challenge for everybody ... [Pg.282]

We remark that Fig. 2 is characteristic of the output of a mode locked laser l or a free electron laser with pulsed input electron beam.22 Mode-locked lasers have already been suggested as devices for frequency translation in the optical spectrum.21... [Pg.937]

Henke BL, Gullikson EM, Davis JC(1993) X-ray Interactions photoabsorption, scattering, transmission, and reflection at E =50 -30,000 eV, Z =1-92. Atomic Data and Nucl Data Tables 54 181-342 Hofmann A (1990) Characteristics of synchrotron radiation. In Synchrotron Radiation and Free Electron Lasers. Turner. S (ed) CERN Accelerator School Proceedings, CERN 90-03, Geneva, Switzerland, p 115-137... [Pg.148]

For nucleotides, the charge on the phosphate group generally precludes the use of the 1R-R2PI hole burning technique. Instead, it is possible to study ions in a trap by IR multiphoton dissociation (IRMPD). The characteristics of a free electron laser, such as FELIX, with its macro and micro pulses, are very suitable for this type of multiphoton IR spectroscopy [58]. Since there is no isomer selection in this case, the interplay with theory is especially important and the occurrence of multiple structural forms could complicate interpretation, van Zundert et al. compared results for neutral (by DRS) and protonated (by IRMPD) adenine and 9-methyladenine in the same mid-IR frequency range of 525-1,750 cm ... [Pg.282]

Figure 6.16(c) shows five snapshots of the temporal evolution of the electronic band structure of TbTea foiiowing upon femtosecond-laser excitation of the sample. Remarkably, the electronic structure remained nearly intact immediately after the laser excitation pulse hit (At = 0), and it took about 100 fs for a substantial modification of the band dispersion around the Fermi energy (Ep) to occur. The observed modification to a nearly free-electron-like dispersion is characteristic for a metallic (conducting) behavior and hence for a closing of the system s CDW gap. That the delayed collapse of the gap only occurred after a time delay of 100 fs proved that the electronic structure change was associated with the nuclear... [Pg.268]

In gases (atomic or ionic) the electronic energy levels of free atoms are narrow, since they are diluted systems and perturbation by the surroundings is very weak. An important fact derived from the discrete nature of the electronic levels in a gas is the high monochromaticity of the laser lines in this type of laser, compared to that of solid-medium based lasers. The high degree of coherence achievable with gas lasers is also a characteristic feature related to the narrow linewidth. [Pg.55]

Focusing on the shorter time-scale component, the characteristic recovery time shows a strong dependence on the pump-laser power or, equivalently, the number of electrons injected The higher the power, the shorter the recovery time. Similar behavior has been noted by Ford et al. [40]. If 1>app is plotted versus the number of electrons injected per particle (Fig. 4), a linear correlation is obtained. In other words, the reaction appears to be first order in electrons (and first order in the oxidized dye). What does this mean mechanistically The simplest interpretation—sketched in Scheme 1—is that the injected electrons are free to return to any available dye molecule, not just the molecule from which they originated. This would be the case if injected electrons avoided surface states (at least at these shorter times) and remained in the conduction band. (Notably, the power-dependent kinetic behavior persists in a rigid glass matrix. Consequently, possible... [Pg.95]

Polymerization of butane-1,4-diol dimethacrylate, sensitized by benzophenone in the presence of three different sulfides, has been described by Andrzejewska et al. [190]. The measurements show that in the absence and in the presence of propyl sulfide and 2,2 -thiobisethanol no polymer was formed. This can be explained by the effective back electron transfer process that occurs in the radical-ion pair in organic solvents. Effective polymerization was observed only in the presence of TMT. Laser flash photolysis studies performed for the benzophenone-TMT pair allow one to construct a scheme (Scheme 23) explaining characteristic features of the mechanism of polymerization initiated by the system. The results prompted the authors to study other symmetrically substituted 1,3,5-trithianes as electron donors for benzophenone-sensitized free-radical polymerization (Figure 38 Table 12) [191]. [Pg.3739]

This first step is probably photon induced, but we cannot rule out that the temperature rise, which will take place during irradiation, is also important. A temperature rise can also increase the efficiency of photochemical reactions [297]. It would be very difficult to calculate a temperature rise, because it is closely related to the absorption depth of the laser irradiation and depends on the lifetime and absorption of reaction intermediates. The lifetime is strongly dependent on the complexity of the molecules. The more complex the molecule, the longer the lifetime. In the condensed phase, as in the case of PI, such intermediates can last for time periods of the order of nanoseconds (laser pulse r 20 ns). The importance of this to the UV laser decomposition of PI lies in the UV absorption characteristics of free-radical intermediates. Their strongly delocalized electrons will result in a more intense absorption of the incoming radiation than that of PI itself. However, their contribution to the absorption will be determined by their stationary concentration, i.e., their rate of formation less their rate of disappearance. We do not have these data therefore we cannot calculate the temperature rise. [Pg.172]


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