's Advances in Quantum Chemistry, Vol. 45 PDF

ISBN-10: 0120348454

ISBN-13: 9780120348459

Advances in Quantum Chemistry publishes articles and invited experiences by way of best overseas researchers in quantum chemistry. Quantum chemistry bargains really with the digital constitution of atoms, molecules, and crystalline subject and describes it when it comes to electron wave styles. It makes use of actual and chemical perception, refined arithmetic and high-speed pcs to resolve the wave equations and attain its effects. Advances highlights those very important, interdisciplinary advancements.

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Considering conservation of energy and momentum, the kinetic energy transfer to the target atom is given by   4mp mt 1 2 2 T½QŠ ¼ ð36Þ E f sin ðucm =2Þ þ ð1 2 f Þ 4 ðmp þ mt Þ2 qffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffiffi with f ; 1 2 Q=Eðmp þ mt Þ=mt ; E the ion initial energy, and ucm the projectile scattering angle in the center-of-mass system ! sin ucm : tan u ¼ cos ucm þ mp =mt The nuclear stopping power per atom Sn may be computed directly from the impact-parameter integration of the nuclear energy loss.

This was tested by changing the wavelength from 200 to 260 nm. Figure 8 displays the corresponding 3-photon ionization cross sections sð3Þ =I 2 in comparison with literature values [59]. The corresponding N-photon cross sections in units of cm2N/WN21 are defined as sðNÞ =I N21 ¼ P=F=I N21 =teff ðNÞ; ð45Þ where P is the ionization probability, F is the flux in photons/cm2/s and I is the power density in W/cm2. The effective interaction time teff ðNÞ is equal to the width of the light-pulse Dtp divided by 1:33N 0:5 for a long Gauss packet.

At high projectile velocities (compared to the mean electron-orbital velocity) ionization dominates the electronic energy loss and the energy transfer is typically a smoothly decaying function of the impact parameter. The AO results may also be used for benchmark tests of simpler models. In this context we have also checked a simple non-perturbative model, the UCA. This model includes the main features of fast heavy-ion stopping, as is shown by comparison with large-scale AO results for the impact-parameter dependent electronic energy transfer.

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Advances in Quantum Chemistry, Vol. 45

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