O.V. Bochkarev
Kurchatov Institute
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Featured researches published by O.V. Bochkarev.
Nuclear Physics | 2001
A. Ozawa; O.V. Bochkarev; L. V. Chulkov; D. Cortina; H. Geissel; M. Hellström; M. Ivanov; R. Janik; K. Kimura; T. Kobayashi; A. A. Korsheninnikov; G. Münzenberg; F. Nickel; Yoko Ogawa; A. A. Ogloblin; M. Pfützner; V. Pribora; H. Simon; Branislav Sitar; P. Strmen; K. Sümmerer; T. Suzuki; I. Tanihata; M. Winkler; K. Yoshida
Abstract We measured the interaction cross sections ( σ I ) of 10,11B, 12–20C, 14–23N, 16–24O and 18–26F on carbon targets at energies of around 950 A MeV. We then deduced the effective matter radii of the nuclei by a Glauber-model analysis. Based on the assumption of a core plus a valence neutron structure, we applied a Glauber-model analysis for a few-body system adapted for nuclei with an odd neutron number. We also deduced the effective nucleus-matter densities as well as some spectroscopic information for selected nuclei. Evidence for a one-neutron halo structure was found for 22N, 23O and 24F, as well as 19C.
Nuclear Physics | 1989
O.V. Bochkarev; L. V. Chulkov; A.A. Korsheninniicov; E. A. Kuzmin; I.G. Mukha; G. B. Yan'kov
Abstract Decays of the 6 Be(0 + ) and 6 Be ∗ (2 + ) states into α + p + p are investigated by measuring spectra of each decay product, as well as in a kinematically complete experiment. Data on the decay characteristics are obtained. It has been found that the decays of 6 Be(0 + ) and 6 Be ∗ (2 + ) are reduced to exotic processes characterized by specific correlations of the α + p + p particles.
Nuclear Physics | 1996
L. V. Chulkov; G. Kraus; O.V. Bochkarev; P. Egelhof; H. Geissel; M. Golovkov; H. Irnich; Z. Janas; H. Keller; T. Kobayashi; G. Münzenberg; F. Nickel; A. A. Ogloblin; A. Ozawa; S. K. Patra; A. Piechaczek; E. Roeckl; W. Schwab; K. Sümmerer; T. Suzuki; I. Tanihata; K. Yoshida
Abstract High-energy interaction cross sections of A = 20 nuclei (20N, 20O, 20F, 20Ne, 20Na, 20Mg) on carbon were measured with accuracies of ≈ 1%. The nuclear matter r.m.s. radii derived from the measured cross sections show an irregular dependence on isospin projection. The largest difference in radii, which amounts to approximately 0.2 fm, has been obtained for the mirror nuclei 20O and 20Mg. The influence of nuclear deformation and binding energy on the radii is discussed. By evaluating the difference in r.m.s. radii of neutron and proton distributions, evidence has been found for the existence of a proton skin for 20Mg and of a neutron skin for 20N.
Nuclear Physics | 1999
T. Suzuki; R Kanungo; O.V. Bochkarev; L. V. Chulkov; D Cortina; M. Fukuda; H. Geissel; M. Hellström; M. Ivanov; R. Janik; K. Kimura; T. Kobayashi; A. A. Korsheninnikov; G. Münzenberg; F. Nickel; A. A. Ogloblin; A. Ozawa; M. Pfützner; V. Pribora; H. Simon; Branislav Sitar; P. Strmeň; K Sumiyoshi; K. Sümmerer; I. Tanihata; M. Winkler; K. Yoshida
Abstract The interaction cross sections ( σ I ) of light radioactive nuclei close to the neutron drip line ( 17,19 B, 14 Be) have been measured at around 800 A MeV. The effective root-mean-square (r.m.s.) matter radii of these nuclei have been deduced from σ I by two different methods, a Glauber-type calculation based on the optical limit approximation and a few-body reaction model. The deduced radii from both approaches agree with each other within experimental uncertainty. The r.m.s. radii of 17 B (2.99±0.09 fm) and of 14 Be (3.10±0.15 fm) in this work are consistent with the previously determined values, and have a higher accuracy. The r.m.s. radius of 19 B (3.11±0.13 fm) was newly determined. Assuming a “core plus 2n” structure in 17 B and 14 Be, the mixing of ν (2 s 1/2 ) and ν (1 d 5/2 ) was studied and the s -wave spectroscopic factor is found to be 36±19% and 47±25%, respectively. A valence radius analysis suggests a “core plus 4n” structure in 19 B.
Nuclear Physics | 1998
T. Suzuki; H. Geissel; O.V. Bochkarev; L. V. Chulkov; M. Golovkov; N. Fukunishi; D. Hirata; H. Irnich; Z. Janas; H. Keller; T. Kobayashi; G. Kraus; G. Münzenberg; S. Neumaier; F. Nickel; A. Ozawa; A. Piechaczeck; E. Roeckl; W. Schwab; K. Sümmerer; K. Yoshida; I. Tanihata
Abstract The effective root-mean-square (rms) matter radii of ANa (A = 20–23, 25–32) and AMg (A = 20, 22, 23, 27, 29–32) have been deduced from the measured interaction cross sections using a Glauber-type calculation. It was found that the increase of rms matter radii in Na isotopes is primarily a consequence of the increase of rms neutron radii. A correlation between the radii, corrected for quadrupole deformation, and the Fermi-energy difference was observed for both Na and Mg isotopes. This correlation can be explained by a model that assumes the valence nucleons are responsible for the changes in nuclear radii. The presence of a neutron skin is suggested for neutron-rich Na and Mg isotopes. An application to the nuclear equation of state (EOS) is discussed.
Nuclear Physics | 2000
A. Ozawa; O.V. Bochkarev; L. V. Chulkov; D. Cortina; H. Geissel; M. Hellström; M. Ivanov; R. Janik; K. Kimura; T. Kobayashi; A. A. Korsheninnikov; G. Münzenberg; F. Nickel; A. A. Ogloblin; M. Pfützner; V. Pribora; H. Simon; Branislav Sitar; P. Strmen; K. Sümmerer; T. Suzuki; I. Tanihata; M. Winkler; K. Yoshida
Abstract Using a primary beam of 40 Ar at ∼1A GeV impinging on a Be target, the production cross-sections of light neutron-rich fragments from projectile fragmentation were measured at the projectile-fragment separator FRS at GSI. The experimental cross-sections were obtained for isotopes of the elements B to F both close to stability and near the neutron drip line. These data are compared to the results of the empirical parametrization EPAX. We also compare the results to those measured previously at LBL. As an additional result, the particle instability of 26 O has been confirmed.
Nuclear Physics | 2000
L. V. Chulkov; O.V. Bochkarev; D. Cortina-Gil; H. Geissel; M. Hellström; M. Ivanov; R. Janik; K. Kimura; Toshio Kobayashi; A. A. Korsheninnikov; G. Münzenberg; F. Nickel; A. A. Ogloblin; A. Ozawa; M. Pfützner; V. Pribora; M.V. Rozhkov; H. Simon; Branislav Sitar; P. Strmen; K. Sümmerer; T. Suzuki; I. Tanihata; M. Winkler; K. Yoshida
Abstract Total charge-changing cross sections at relativistic energies on a carbon target have been measured for the light stable and neutron-rich radioactive nuclei 14 Be, 10−19 B, 12−20 C, 14−23 N, 16−24 O, and 18−27 F. A combined analysis of interaction and total charge-changing cross sections allows to draw definite conclusions concerning the thickness of the neutron skins or the size of the neutron halos for very neutron-rich isotopes. The obtained cross sections are also important in astrophysical applications to describe the propagation of galactic cosmic rays through the interstellar medium. A simple parameterization can reproduce the total charge-changing cross section within an accuracy of 5% for light nuclei from the valley of β -stability up to the drip line. These systematics improve the predictive capability of the formulae used to describe the unknown cross sections.
Nuclear Physics | 1997
A. A. Korsheninnikov; E. A. Kuzmin; E. Yu. Nikolskii; C. A. Bertulani; O.V. Bochkarev; S. Fukuda; T. Kobayashi; S. Momota; B. G. Novatskii; A. A. Ogloblin; A. Ozawa; V. Pribora; I. Tanihata; K. Yoshida
Abstract Experimental studies of 11 Li+p, 8 He+p, 6 He+p, 3 H+p, and 14 Be+p at E ∼ 65–75 A MeV are reported. The elastic scattering cross sections are measured. Effects of extended neutron distributions in 11 Li, 8 He, 6 He are investigated. Spectroscopy of 11 Li, 6 He, 14 Be is performed.
Physical Review C | 2003
V. A. Karnaukhov; H. Oeschler; S. P. Avdeyev; E. V. Duginova; V.K. Rodionov; A. Budzanowski; W. Karcz; O.V. Bochkarev; E. A. Kuzmin; L. V. Chulkov; E. Norbeck; A. S. Botvina
The charge distribution of the intermediate mass fragments produced in p
Nuclear Physics | 1997
T. Suzuki; H. Geissel; O.V. Bochkarev; L. V. Chulkov; M. Golovkov; D. Hirata; H. Irnich; Z. Janas; H. Keller; T. Kobayashi; G. Kraus; G. Muenzenberg; S. Neumaier; F. Nickel; A. Ozawa; A. Piechaczeck; E. Roeckl; W. Schwab; K. Suemmerer; K. Yoshida; I. Tanihata
(8.1\mathrm{GeV})+\mathrm{Au}