1977
DOI: 10.1103/physreva.16.169
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K-vacancy production in heavy-ion collisions. II. Multiple- and single-collision excitation in the2pσmolecular orbital

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Cited by 93 publications
(21 citation statements)
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“…They fall off nearly exponentially for impact parameters above 500 fm. Below 500 fro, the ionization probability flattens until about 200 fm where a steep rise of the probability is They agree within the error bars with the values obtained by different authors [15,32]. The measured K X-ray yields were converted into K-vacancy production probabilities by taking into account the Kshell fluorescence yields co K for I and Ag.…”
Section: Results and Analysis Of The Datamentioning
confidence: 66%
“…They fall off nearly exponentially for impact parameters above 500 fm. Below 500 fro, the ionization probability flattens until about 200 fm where a steep rise of the probability is They agree within the error bars with the values obtained by different authors [15,32]. The measured K X-ray yields were converted into K-vacancy production probabilities by taking into account the Kshell fluorescence yields co K for I and Ag.…”
Section: Results and Analysis Of The Datamentioning
confidence: 66%
“…Theory Figure 1 shows a schematic correlation diagram for Nb+Nb collisions [14]. Due to the repeated excitation and decay of projectile 2p vacancies as the projectile moves through solid targets [15], there may, in such a collision, be a 2p vacancy present on the projectile. The 2p vacancy has a probability of 1/6 of correlating to the 2p~, MO, there being 6 different MOs to which any 2p vacancy may correlate.…”
Section: Stoller Et Al Found That the Anisotropy Defined As Q(e~) =mentioning
confidence: 99%
“…vacancy formation followed by 2p~r-2p~ rotational coupling is the dominant mechanism for the formation of projectile and target K vacancies [15]. Thus we can write [2] 1 dO-MO -1 dO'MO expt (12) (rzp dE~ 0-2 p expt dE~ where C%p= ~27~bdb PEp(b) is the calculated 2pa (pro-0 jectile + target K) vacancy production cross section assuming the presence of one projectile 2p vacancy, dago/dE ~ is calculated from (7) assuming the presence of one projectile 2p vacancy, 0"2pexpt is the measured 2pa vacancy production cross section and dffMO~xpjdE x is the measured MO X-ray production cross section.…”
Section: A Relation Between One-electron Calculations and Experimentsmentioning
confidence: 99%
“…For Article published online by EDP Sciences and available at http://dx.doi.org/10.1051/jphys:01990005108073500 atoms respectively, both direct excitation mechanism and electron capture [6] are the dominant ways of producing a K vacancy in the lighter collision partner. At rather low projectile velocities (vp « v2K) and nearly symmetric collision systems (Zp -Zt ), the molecular model [3,[7][8][9] gives a good description of K vacancy production via the promotion of electrons from the K-shell to higher orbitals. In the case of direct Coulomb excitation, the ECPSSR theory that includes corrections for the Coulomb trajectory, the relativistic effects, and projectile energy loss in the target [10], seems to reproduce the measured cross-sections quite well for many collision systems [1].…”
mentioning
confidence: 99%
“…Following Meyerhof et al [3,9], this data can be tentatively divided into three regions. The bell shaped central region (22 --Zt ,-62) having a near exponential dependence on Z1' and the regions with Zt « ZP = 41 or Zt > ZP = 41, for which, with the exception of Erbium (Zt = 68), the measured cross-sections vary rather smoothly with Zt (see Fig.…”
mentioning
confidence: 99%