2003
DOI: 10.1103/physrevlett.90.122701
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Final State Three-Body Coulomb Effects in thePb208(B8,

Abstract: We present results of the first calculation of the double differential cross section for the 208Pb(8B,(7)Bep)208Pb Coulomb breakup reaction which treats the postdecay acceleration of the ejectiles within a genuine three-body approach. From this we conclude that, in order to minimize postdecay Coulomb acceleration effects, experiments should be performed at as small as possible scattering angles, not too low 7Be-p relative energies, and high incident energy.

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Cited by 14 publications
(16 citation statements)
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“…Three-body Coulomb postdecay acceleration effects are a concern, especially at low relative 7 Be + p energy and low bombarding energy. A recent estimate [46] suggests this effect may not be important in the work of refs. [18,20], while for the 81 MeV/nucleon, small-angle data of ref.…”
Section: Coulomb Dissociationmentioning
confidence: 91%
“…Three-body Coulomb postdecay acceleration effects are a concern, especially at low relative 7 Be + p energy and low bombarding energy. A recent estimate [46] suggests this effect may not be important in the work of refs. [18,20], while for the 81 MeV/nucleon, small-angle data of ref.…”
Section: Coulomb Dissociationmentioning
confidence: 91%
“…Recently we proposed a time-independent approach in which, for the first time, PDA was shown to naturally arise in a proper three-body treatment of the wave function describing the final state [15]. In that investigation, we used the asymptotic three-charged-particle wave function proposed in Ref.…”
mentioning
confidence: 99%
“…frame. We do not include the region, E αd < 0.4 MeV, because in this region higher-order effects, such as the three-body Coulomb effects [21,22], can give a significant contribution. In the region E αd > 0.73 MeV the behavior of the experimental cross section is not clear for the experimental scattering angles and the experimental error is comparable with the value of the cross section (see Tables III through VI of Ref. [16]).…”
Section: Results For the Coulomb Breakup Of 6 LImentioning
confidence: 99%
“…Taking into account the higher-order effects may reduce this discrepancy at the low αd relative energy (E αd < 0.3 MeV). For instance, the three-body Coulomb effects are known to strengthen with decreasing αd relative energy [21,22]. Due to the existence of the nuclear breakup and the small contribution of the E1 Coulomb disintegration to the total cross section, it is impossible to extract the correct value of the astrophysical S factor for α + d → 6 Li + γ radiative capture at low E αd energy.…”
Section: Discussionmentioning
confidence: 99%
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