1978
DOI: 10.1080/00337577808233245
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Energie seuil de deplacement dans le bismuth

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Cited by 15 publications
(2 citation statements)
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“…K −1 close to those previously used (λ ≈ 26 nm and ≈ 2 × 10 11 W.cm −3 .K −1 ) to describe the track size in case of bulk Bi target. The Bi target electronic stopping power values for 63 Cu q ions at different charge states were obtained using the CasP code (version 5.2), while the nuclear stopping power was evaluated by the SRIM code . Then, knowing the evolution of the T a ( r , t ) function, the total sputtering yield (ie, total number of evaporated particles from the target surface by incident ion) is determined using the following relation: Y()italicat./italicion=0italicdt0Φ()Ta(),rt2italicπrdr, by integrating over radial space and time of the evaporation rate given as: normalΦ()Ta(),rt=nakBTart2πMaitalicexp()UskBTart, similar to the Sigmund‐Claussen approach for sputtering by elastic‐collision spikes and the Johnson‐Evatt thermal spike model .…”
Section: Analysis Of Results Comparison With Theory and Discussionmentioning
confidence: 99%
“…K −1 close to those previously used (λ ≈ 26 nm and ≈ 2 × 10 11 W.cm −3 .K −1 ) to describe the track size in case of bulk Bi target. The Bi target electronic stopping power values for 63 Cu q ions at different charge states were obtained using the CasP code (version 5.2), while the nuclear stopping power was evaluated by the SRIM code . Then, knowing the evolution of the T a ( r , t ) function, the total sputtering yield (ie, total number of evaporated particles from the target surface by incident ion) is determined using the following relation: Y()italicat./italicion=0italicdt0Φ()Ta(),rt2italicπrdr, by integrating over radial space and time of the evaporation rate given as: normalΦ()Ta(),rt=nakBTart2πMaitalicexp()UskBTart, similar to the Sigmund‐Claussen approach for sputtering by elastic‐collision spikes and the Johnson‐Evatt thermal spike model .…”
Section: Analysis Of Results Comparison With Theory and Discussionmentioning
confidence: 99%
“…-Nous présentons dans cet article les premiers résultats concernant l'irradiation électronique de lames minces d'antimoine. On ne dispose en effet que de très rares données sur les effets d'une irradiation dans le cas des éléments de structure A7 (As, Sb, Bi) ; c'est ainsi, par exemple, que l'on ne connaît l'énergie seuil de déplacement Ed que dans le cas du bismuth : Ed = 13 ± 2 eV [1,2].…”
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