R. Kamermans
University of Groningen
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Featured researches published by R. Kamermans.
Nuclear Physics | 1980
J. van Driel; R. Kamermans; R.J. de Meijer
Abstract The two-neutron transfer reaction (α, 2 He) has been studied for a number of target nuclei ranging from 12 C to 208 Pb at E γ = 65 MeV. The reaction mechanism has been formulated in single-step, zero-range DWBA analogously to that for the (α, d) and ( 3 He, 2 He) reactions. Angular distributions are reasonably well described in this formalism and likely J π values are deduced for a number of levels. The optical-model potential for the 2 He is discussed. The continuum part of the spectra mainly arises from evaporation protons with some evidence for contributions from complete α-particle breakup.
Physics Letters B | 1979
R. Kamermans; J. van Driel; H.P. Morsch; J. Wilczynski; A. van der Woude
In inelastic 12C scattering from 208Pb a peak, corresponding in excitation energy, width and strength to the well-known GQR is observed. The underlying broad continuum is probably due to 13C breakup rather than to excitation of giant resonances with L > 2.
Physics Letters B | 1977
R. Kamermans; J.W. Smits; J. van Driel; Rudolf Siemssen
Abstract The three-nucleon stripping reaction 120 Sn(α, p) 123 Sb is described in a semi-microscopic model in which only J π = 0 − coupled neutron pairs are included. This spectator model describes the differences in excitation strengths of the (α, p) and ( 3 He, d) reaction if the coupling between the transferred proton and the di-neutron is correctly taken into account.
Nuclear Physics | 1980
J. van Driel; R. Kamermans; R.J. de Meijer; A.E.L. Dieperink
Abstract The single-neutron stripping reaction 28 Si( 3 He, 2 He) 29 Si has been studied at E 3 He = 52 MeV. In order to deduce absolute cross sections the proton relative energy distribution has been measured as well. The reaction mechanism has been formulated analogously to that for the ( 3 He, d) reaction. Two relative energy dependent functions have been introduced, which contain three-body and additional reaction mechanism information, respectively. Angular distributions are well described by single-step DWBA calculations, yielding spectroscopic factors in good agreement with those from other reactions. The optical-model potential for 2 He is discussed. The use of a folding optical-model potential is found to be important in describing the cross section dependence on the internal 2 He energy.
Nuclear Physics | 1979
R. Kamermans; H.P. Morsch; R.J. de Meijer; J. van Driel
Abstract The projectile excitation of 4He exciting the J π = 0 + state at E x = 20.1 MeV (α ∗ ) and the mutual excitation of projectile and target has been studied in α-scattering from 24Mg, 28Si, 40Ca, 58Ni and 90Zr at Eα = 65 MeV. The monopole excitation of 4He has been detected by its breakup α ∗ → p + t in a coincidence setup. The double folding approach for the description of the single and mutual excitation is discussed in which the rather large effect of recoil in the microscopic calculation of the inelastic form factor is taken into account. The microscopic DWBA calculation yields a good description of the structure of the angular distributions for the single excitation, but fails to reproduce the absolute cross sections. A possible explanation in terms of a drastically larger absorption for the final (α∗ + target) channel is discussed. As compared to the single excitation the mutual excitation is enhanced and in two cases even more strongly than the single excitation. For larger angles this effect is well reproduced by our calculations; however, at small angles an anomalous behaviour in the cross section for mutual excitation is observed.
Physics Letters B | 1978
A. Saha; R. Kamermans; J. van Driel; H.P. Morsch
Abstract Measurement of the relative energy distribution of the correlated decay products in the (α, Li ∗ ) reaction shows that when the breakup proceeds sequentially through definite final states in the Li ∗ nucleus, excitation energy spectra of the residual nuclei can be generated.
Reviews of Modern Physics | 1985
R.J. de Meijer; R. Kamermans
Physical Review Letters | 1981
J Vandriel; Mohsen Harakeh; R. Kamermans; Rj Demeijer
Nuclear Physics | 1980
J Vandriel; R. Kamermans; Rj Demeijer; Ael Dieperink
Physical Review C | 1978
P. J. Blankert; H. P. Blok; R. Kamermans; J. van Driel