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Cluster-surface collision

Fig. 1.7. Scattering of Sbg clusters from an HOPG surface, (a) Integral yield of the ions scattered off the surface and (b) relative intensity of the observed major fragment ion peaks as a function of the cluster-surface collision energy [58,87]... Fig. 1.7. Scattering of Sbg clusters from an HOPG surface, (a) Integral yield of the ions scattered off the surface and (b) relative intensity of the observed major fragment ion peaks as a function of the cluster-surface collision energy [58,87]...
Figure 3.2 Cluster-surface collision process space diagram illustrating the dependence of the Cluster-surface collision-induced process on the cohesive energies of the system (R = ( (Coh) V( (Coh) " )) and reduced cluster ion energy ( ]dn /- ci/ (Coh) )- Reprinted with permission from Harbich (2000) Copyright 2000 from Springer-Verlag. Figure 3.2 Cluster-surface collision process space diagram illustrating the dependence of the Cluster-surface collision-induced process on the cohesive energies of the system (R = ( (Coh) V( (Coh) " )) and reduced cluster ion energy ( ]dn /- ci/ (Coh) )- Reprinted with permission from Harbich (2000) Copyright 2000 from Springer-Verlag.
Quantum Systems in Chemistry and Physics is a broad area of science in which scientists of different extractions and aims jointly place special emphasis on quantum theory. Several topics were presented in the sessions of the symposia, namely 1 Density matrices and density functionals 2 Electron correlation effects (many-body methods and configuration interactions) 3 Relativistic formulations 4 Valence theory (chemical bonds and bond breaking) 5 Nuclear motion (vibronic effects and flexible molecules) 6 Response theory (properties and spectra atoms and molecules in strong electric and magnetic fields) 7 Condensed matter (crystals, clusters, surfaces and interfaces) 8 Reactive collisions and chemical reactions, and 9 Computational chemistry and physics. [Pg.434]

Classical trajectory simulations [1-4] are widely used to study the unimolecular and intramolecular dynamics of molecules and clusters reactive and inelastic collisions between atoms, molecules, and clusters and collisions of these species with surfaces. In a classical trajectory study the motions of the individual atoms are simulated by solving the classical equations of motion, usually in the form of Hamilton s equations [5] ... [Pg.172]

The formation of a particulate network with fractal structure has been reported, which suggests a reaction-limited cluster aggregation (RLCA) mechanism [34]. RLCA requires moderate repulsions to exist between the partides (Le., an energy barrier has to be overcome to permit a cluster-forming collision between particles). Since in ILs the classical electrostatic repukion should be annihilated, the alternate cation-anion layers patterning at the surface of the particles, which is induced by solvation, is thought to provide an effective repulsive barrier. [Pg.493]

Due to particles extrusion, crystal lattice deformation expands to the adjacent area, though the deformation strength reduces gradually (Figs. 10(a)-10(other hand, after impacting, the particle may retain to plow the surface for a short distance to exhaust the kinetic energy of the particle. As a result, parts of the free atoms break apart from the substrate and pile up as atom clusters before the particle. The observation is consistent with results of molecular dynamics simulation of the nanometric cutting of silicon [15] and collision of the nanoparticle with the solid surface [16]. [Pg.239]

Molecular dynamics simulation (MDS) is a powerful tool for the processing mechanism study of silicon surface fabrication. When a particle impacts with a solid surface, what will happen Depending on the interaction between cluster and surface, behaviors of the cluster fall into several categories including implantation [20,21], deposition [22,23], repulsion [24], and emission [25]. Owing to limitations of computer time, the cluster that can be simulated has a diameter of only a few nanometres with a small cohesive energy, which induces the cluster to fragment after collision. [Pg.239]


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