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Ion Implantation and Synthesis of Materials - Studium

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7 Displacements <strong>and</strong> Radiation Damage7.1 IntroductionAs we have shown in the preceding chapters, collisions between ions <strong>and</strong> targetatoms result in the slowing down <strong>of</strong> the ion, <strong>and</strong> the energy loss resulting fromnuclear stopping contributes significantly to determining the ion’s range. In ourdiscussion <strong>of</strong> range theory we have to consider how the nuclear energy lossescontribute to the energy dissipation <strong>of</strong> the ion. From our discussion <strong>of</strong> elasticcollisions we know that the energy loss by the ion is transferred to lattice atoms. Inthese collisions, sufficient energy may be transferred from the ion to displace anatom from its lattice site. Lattice atoms that are displaced by incident ions arecalled primary knock-on atoms or PKAs. The PKAs can in turn displace otheratoms, i.e., secondary knock-on atoms, tertiary knock-ons, etc., thus creating acascade <strong>of</strong> atomic collisions. This leads to a distribution <strong>of</strong> vacancies, interstitialatoms <strong>and</strong> other types <strong>of</strong> lattice disorder in the region around the ion track. As thenumber <strong>of</strong> ions incident on the crystal increases, the individual disordered regionsbegin to overlap. At some point, a heavily damaged layer is formed. The totalamount <strong>of</strong> disorder <strong>and</strong> the distribution in depth depend on ion species,temperature, energy, total dose <strong>and</strong> channeling effects.7.2 Radiation Damage <strong>and</strong> Displacement EnergyRadiation damage theories are based on the assumption that a lattice atom struckby an energetic ion or recoiling target atom must receive a minimum amount <strong>of</strong>energy in the collision to be displaced from its lattice site. The energy required todisplace the lattice atom represents the displacement threshold <strong>and</strong> is called thedisplacement energy, E d . If in the collision process the energy transfer to thelattice atom, T, is less than E d , the struck atom undergoes large amplitudevibrations without leaving its lattice position. The vibrational energy <strong>of</strong> the struckatom is quickly shared with nearest neighbors <strong>and</strong> appears as a localized source <strong>of</strong>heat. If, however, T is greater than E d , the struck atom is able to move out <strong>of</strong> the77

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