Ion implantation conditions are considered during which theenergy, dissipated in the collision cascades, is low enough to ensurethat the defects, which are generated during these collisions,consist primarily of vacancies and interstitial atoms. It is proposedthat ballistic self-annealing is possible when the point defectdensity becomes high enough, provided that none, or very few, of theinterstitial atoms escape from the layer being implanted. Under theseconditions, the fraction of ballistic atoms, generated within thecollision cascades from substitutional sites, decreases withincreasing ion dose. Furthermore, the fraction of ballistic atoms,which finally end up within vacancies, increases with increasingvacancy density. Provided the crystal structure does not collapse, adamage threshold should be approached where just as many atoms areknocked out of substitutional sites as the number of ballistic atomsthat fall back into vacancies. Under these conditions, the averagepoint defect density should approach saturation. This model isapplied to recently published Raman data that have been measured on a3 MeV He+-ion implanted diamond (Orwa et al 2000 Phys. Rev.B 62 5461). The conclusion is reached that this ballisticself-annealing model describes the latter data better than a model inwhich it is assumed that the saturation in radiation damage is causedby amorphization of the implanted layer.
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