1975
DOI: 10.1080/00337577508235400
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The determination of energy losses of nitrogen ions from the backscattering spectra

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Cited by 14 publications
(3 citation statements)
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“…The experimental procedure is based on the fact [38] that the height of the backscattering spectrum of a given sample contains information on the stopping power [39]. Different from previous works-where the stopping power was basically deduced directly from the spectrum height of a sample [40][41][42]-we have deduced the stopping data relative to reference samples with similar atomic number and well-known stopping power values (in this work: Cu, Ag, and Au). As an example, the backscattering spectrum of a material of interest (e.g., Ta) is recorded relative to a reference sample (e.g., Au), and the ratio of the spectrum heights H Expt Ta /H Expt Au is compared to the ratio obtained from the simulations H Sim Ta /H Sim Au using Monte Carlo TRBS [43] and SIMNRA [44] codes.…”
Section: Experiments and Evaluationmentioning
confidence: 99%
“…The experimental procedure is based on the fact [38] that the height of the backscattering spectrum of a given sample contains information on the stopping power [39]. Different from previous works-where the stopping power was basically deduced directly from the spectrum height of a sample [40][41][42]-we have deduced the stopping data relative to reference samples with similar atomic number and well-known stopping power values (in this work: Cu, Ag, and Au). As an example, the backscattering spectrum of a material of interest (e.g., Ta) is recorded relative to a reference sample (e.g., Au), and the ratio of the spectrum heights H Expt Ta /H Expt Au is compared to the ratio obtained from the simulations H Sim Ta /H Sim Au using Monte Carlo TRBS [43] and SIMNRA [44] codes.…”
Section: Experiments and Evaluationmentioning
confidence: 99%
“…In the backscattering approach, apart from the experiments employing self-supporting foils, we rely on the fact that the height H of an energy spectrum contains information on the stopping cross section factor [ε], which in turn, includes the electronic stopping cross section ε of the projectile on the way in and on the way out of the target [36,37]. Direct evaluation of the electronic stopping from a single BS energy spectrum would require precise and accurate knowledge on the relevant experimental parameters [38,39]. Therefore, we performed relative measurements between the sample of interest, i.e., W to a reference sample with well-known stopping power, i.e., Au under otherwise identical experimental conditions [40].…”
Section: Evaluation Proceduresmentioning
confidence: 99%
“…For defining the small-angle approximation applicability limits, of great importance is the energy dependence of Kk(E) described by expression (2). This expression shows that the values of K k ( E ) are determined exclusively by the angular and energy dependence of the ion scattering cross-section and consequently by the type of ion-atom interaction potential.…”
Section: An$ = (-L)k2k+l(k+ 1/2)(n!)z/(n+k+ L)!(n-k)!;mentioning
confidence: 99%