1991
DOI: 10.1016/0168-583x(91)95280-q
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Low-temperature ion beam mixing of medium-Z metals

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Cited by 38 publications
(8 citation statements)
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“…The global thermal spike model of Johnson et al [30], on the other hand, which predicts a mixing rate of 927 # e 4 , gave an efficiency of 13.6 # e 5 /eV. The corresponding values obtained from the Borgesen model [31,32], which assumes local spherical spike formation at the end of individual recoil cascades are, respectively, 3.04 Â 10 3 # e 4 and 44.8 # e 5 /eV, a factor of three larger than predicted by the Johnson model. However, one must be cautious when comparing this value with the experiment since in the proposed model (DH mix / DH coh ) must lie between 0 and 0.09 [28,32].…”
Section: Resultsmentioning
confidence: 99%
“…The global thermal spike model of Johnson et al [30], on the other hand, which predicts a mixing rate of 927 # e 4 , gave an efficiency of 13.6 # e 5 /eV. The corresponding values obtained from the Borgesen model [31,32], which assumes local spherical spike formation at the end of individual recoil cascades are, respectively, 3.04 Â 10 3 # e 4 and 44.8 # e 5 /eV, a factor of three larger than predicted by the Johnson model. However, one must be cautious when comparing this value with the experiment since in the proposed model (DH mix / DH coh ) must lie between 0 and 0.09 [28,32].…”
Section: Resultsmentioning
confidence: 99%
“…There must be some other mechanism playing an active role during mixing in this system. Recently, Borgesen et al (1991) proposed a model for medium Z (17 ~< Z ~< 37) element where solid solution forms due to mixing. In those cases the mixing rate can be explained by considering the formation of well separated local spikes instead of a single global spike.…”
Section: Discussionmentioning
confidence: 99%
“…Model lokalnih "termičkih šiljaka" su razvili Børgesen i njegovi saradnici da bi objasnili linearnu zavisnost brzine atomskog miješanja od gustine deponovane energije, koja se javlja kod metalnih sistema srednjih vrijednosti atomskog broja [77,78] …”
Section: Model Lokalnih "Termičkih šIljaka"unclassified
“…Odgovarajuće debljine "implantirane zone" Konačno, korištenjem Drude-ovog modela, dovedena je u vezu kompleksna dielektrična funkcija, ε(ω) = ε 1 (ω) + i . ε 2 (ω), sa kompleksnom električnom provodljivošću sistema, Za opisivanje "netermalnog" rasta regiona miješanja, unutar kojeg nastaje čvrsti rastvor ili amorfna odnosno kristalna faza, razvijeno je više teorijskih modela [72,[77][78][79][80]83].…”
Section: Električna I Optička Otpornostunclassified
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