G. P. Nikolaevsky
Joint Institute for Nuclear Research
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Featured researches published by G. P. Nikolaevsky.
Physics of Atomic Nuclei | 2008
A. V. Averyanov; S.A. Avramenko; V.D. Aksinenko; M.Kh. Anikina; S. N. Bazylev; V. P. Balandin; Yu. A. Batusov; Yu.A. Belikov; Yu.T. Borzunov; O. V. Borodina; A. I. Golokhvastov; L. B. Golovanov; C. Granja; A. B. Ivanov; Yu. L. Ivanov; A. Yu. Isupov; Z. Kohout; A. M. Korotkova; A. Litvinenko; J. Lukstiņš; A. Malakhov; L. Majling; O. Majlingova; P.K. Manyakov; V.T. Matyushin; I. I. Migulina; G. P. Nikolaevsky; O. B. Okhrimenko; A. Parfenov; N. G. Parfenova
A spectrometer is created to study relativistic hypernuclei produced with beams of accelerated nuclei from the Nuclotron facility (Dubna, JINR). Test runs have been carried out and the conclusion is drawn that the properties of the facility meet the requirements of the task of searching for unknown and studying poorly known neutron-rich hypernuclei.
Czechoslovak Journal of Physics | 2005
V.I. Sharov; N. G. Anischenko; V. Antonenko; S.A. Averichev; L. S. Azhgirey; N.A. Bazhanov; A.A. Belyaev; N.A. Blinov; N. S. Borisov; S. B. Borzakov; Yu.T. Borzunov; Yu.P. Bushuev; L.P. Chernenko; E.V. Chernykh; V.F. Chumakov; S. A. Dolgh; A. N. Fedorov; V. V. Fimushkin; Miroslav Finger; M. FingerJr.; L.B. Golovanov; G. M. Gurevich; D.K. Guriev; A. Janata; A.D. Kirillov; E.V. Komogorov; A. D. Kovalenko; A.I. Kovalev; V.A. Krasnov; P. Krstonoshich
New accurate data on the neutron-proton spin-dependent total cross section difference ΔσL(np) at the neutron beam kinetic energies 1.4, 1.7, 1.9 and 2.0 GeV are presented. A number of physical and methodical results on investigation of an elasticnp→pn charge exchange process over a few GeV region are also presented. Measurements were carried out at the Synchrophasotron and Nuclotron of the Veksler and Baldin Laboratory of High Energies of the Joint Institute for Nuclear Research.
Czechoslovak Journal of Physics | 2005
A. A. Morozov; V. Antonenko; S. B. Borzakov; Yu.T. Borzunov; E. V. Chernykh; V.F. Chumakov; S. A. Dolgii; M. Finger; M. FingerJr.; L. B. Golovanov; A. Janata; A.D. Kirillov; A. D. Kovalenko; V.A. Krasnov; N. A. Kuzmin; F. Lehar; A. N. Livanov; P. K. Maniakov; E. A. Matyushevsky; G. P. Nikolaevsky; A. A. Nomofilov; Tz. Panteleev; I.L. Pisarev; Yu.P. Polunin; A. N. Prokofiev; V.Yu. Prytkov; P. Rukoyatkin; V. I. Sharov; R. A. Shindin; M. Slunecka
The first results of the measurement of 0o of the cross-section ratioRdp=0.50±0.02 in charge-exchange (np) reaction on H2/D2 targets at the neutron beam kinetic energie 1.0 GeV are presented. As a result the value of the ratio of non spin-flip to spin-flip contribution innp→pn charge-exchange at 0ornp→pn/nf/fl=0.33±0.03 was obtained.
Physics of Particles and Nuclei Letters | 2013
S. A. Dolgij; G. P. Nikolaevsky; A. A. Nomofilov; V. I. Sharov; A.Yu. Starikov; I. V. Zaijtsev; S. A. Zaporozhets
The spin rotating magnet (SRM) is purposed for the orientation rotation of the nucleon spins in the polarized beam from the transverse (T) direction with respect to the nucleon beam momentum to the longitudinal (L) one. The longitudinally polarized neutron beam was used in the experiment for measuring the total cross section difference ΔσL(np) with parallel and antiparallel orientation of the participant L polarization. To perform the nucleon spin rotation in the polarized nucleon beam through the angle of 90° over the beam momentum region of ∼1.8–5.5 GeV/c, a proper spin rotation device had to be prepared. For this purpose, the necessary calculations of corresponding values of the magnetic induction integral were carried out. Using the calculations the dipole magnet SP 57 type was chosen for the ΔσL(np) experiment and the required reconstruction of its pole tips was also accomplished. After the SRM installation at the neutron beam line the appropriate apparatus set for the magnetic measurements was prepared and the precise measurements of the whole set of the SRM characteristics were performed. The obtained results for the SRM magnetic field parameters were successfully used during the ΔσL(np) experimental runs to specify the current at this magnet coil corresponding to the calculated magnetic induction integral for the given neutron beam momentum.
Physics of Atomic Nuclei | 2009
V. I. Sharov; A. A. Morozov; R. A. Shindin; V. Antonenko; S. B. Borzakov; Yu.T. Borzunov; E. V. Chernykh; V.F. Chumakov; S. A. Dolgii; M. Finger; L. B. Golovanov; D. K. Guriev; A. Janata; A.D. Kirillov; A. D. Kovalenko; V.A. Krasnov; N. A. Kuzmin; A.K. Kurilkin; P.K. Kurilkin; A. N. Livanov; V. M. Lutsenko; P. K. Maniakov; E. A. Matyushevsky; G. P. Nikolaevsky; A. A. Nomofilov; Tz. Panteleev; S.M. Piyadin; I. L. Pisarev; Yu.P. Polunin; A. N. Prokofiev
New experimental results on ratio Rdp of the quasielastic charge-exchange yield at the outgoing proton angle θp,lab = 0° for the nd → p(nn) reaction to the elastic np → pn charge-exchange yield, are presented. The measurements were carried out at the Nuclotron of the Veksler and Baldin Laboratory of High Energies of the JINR (Dubna) at the neutron-beam kinetic energies of 0.55, 0.8, 1.0, 1.2, 1.4, 1.8, and 2.0 GeV. The intense neutron beam with small momentum spread was produced by breakup of deuterons which were accelerated and extracted to the experimental hall. In both reactions mentioned above the outgoing protons with the momenta pp approximately equal to the neutron-beam momentum pn,beam were detected in the directions close to the direction of incident neutrons, i.e., in the vicinity of the scattering angle θp,lab = 0°. Measured in the same data-taking runs, the angular distributions of the charge-exchange-reaction products were corrected for the well-known instrumental effects and averaged in the vicinity of the incident-neutron-beam direction. These corrected angular distributions for every of nd → p(nn) and np → pn charge-exchange processes were proportional to the differential cross sections of the corresponding reactions. The data were accumulated by Delta-Sigma setup magnetic spectrometer with two sets of multiwire proportional chambers located upstream and downstream of the momentum analyzing magnet. Inelastic processes were considerably reduced by the additional detectors surrounding the hydrogen and deuterium targets. The time-of-flight system was applied to identify the detected particles. The accumulated data treatment and analysis, as well as possible sources of the systematic errors are discussed.
Physics of Atomic Nuclei | 2004
V.I. Sharov; S.A. Averichev; N.A. Bazhanov; I.L. Pisarev; S. B. Borzakov; G. P. Nikolaevsky; A.Yu. Starikov; Yu. A. Usov; N.A. Blinov; Yu.P. Bushuev; F. Lehar; V. V. Fimushkin; V.A. Shchedrov; P.K. Manyakov; G. D. Stoletov; T. Vasilev; A.A. Zhdanov; P. Rukoyatkin; E.V. Komogorov; V.D. Moroz; I. P. Yudin; L.S. Azhgirei; A.N. Prokofev; A. B. Neganov; G. M. Gurevich; L.B. Golovanov; E.S. Kuzmin; P. Krstonoshich; Ts. Panteleev; I.V. Zaitsev
New accurate data of the neutron-proton spin-dependent total-cross-section difference ΔσL(np) at the neutron-beam kinetic energies 1.39, 1.69, 1.89, and 1.99 GeV are presented. In general, these data complete the measurements of energy dependence of ΔσL(np) over the Dubna Synchrophasotron energy region. Measurements were carried out at the Synchrophasotron of the Veksler and Baldin Laboratory of High Energies of the Joint Institute for Nuclear Research. The quasi-monochromatic neutron beam was produced by breakup of extracted polarized deuterons. The deuteron (and hence neutron) polarization direction was flipped every accelerator burst. The initial transverse (with respect to beam momentum) neutron polarization was changed to a longitudinal one and longitudinally polarized neutrons were transmitted through the large proton longitudinally polarized target. The target polarization direction was inverted after one to two days of measurements. Four different combinations of the beam and target parallel and antiparallel polarization directions, both oriented along the neutron-beam momentum, were used at each energy. A fast decrease in −ΔσL(np) with increasing energy above 1.1 GeV and a structure in the energy dependence around 1.8 GeV, first observed from our previous data, seem to be well revealed. The new results are also compared with model predictions and with phase-shift analysis fits. The ΔσL quantities for isosinglet state I = 0, deduced from the measured ΔσL(np) values and known ΔσL(pp) data, are also given. The results of the measurements of unpolarized total cross sections σ0tot(np) at 1.3, 1.4, and 1.5 GeV and σ0tot(nC) at 1.4 and 1.5 GeV are presented as well. These data were obtained using the same apparatus and high-intensity unpolarized deuteron beams extracted either from the Synchrophasotron or from the Nuclotron.
European Physical Journal C | 2000
V.I. Sharov; S. A. Zaporozhets; B. P. Adiasevich; N. G. Anischenko; V. Antonenko; L. S. Azhgirey; N.A. Bazhanov; N.A. Blinov; N. S. Borisov; S. B. Borzakov; Yu.T. Borzunov; L.V. Budkin; V. F. Burinov; Yu.P. Bushuev; L.P. Chernenko; E.V. Chernykh; S.A. Dolgii; V. M. Drobin; G. Durand; A. P. Dzyubak; A. N. Fedorov; V. V. Fimushkin; Miroslav Finger; L.B. Golovanov; G. M. Gurevich; A. Janata; A. V. Karpunin; B.A. Khachaturov; A.D. Kirillov; A. D. Kovalenko
European Physical Journal C | 2004
V. I. Sharov; N. G. Anischenko; V. Antonenko; S.A. Averichev; L. S. Azhgirey; N. A. Bazhanov; A.A. Belyaev; N.A. Blinov; N. S. Borisov; S. B. Borzakov; Yu.T. Borzunov; Yu.P. Bushuev; L.P. Chernenko; E. V. Chernykh; V.F. Chumakov; S.A. Dolgii; A. N. Fedorov; V. V. Fimushkin; Miroslav Finger; M. FingerJr.; L. B. Golovanov; G. M. Gurevich; A. Janata; A. D. Kirillov; E.V. Komogorov; A. D. Kovalenko; A.I. Kovalev; V.A. Krasnov; P. Krstonoshich; E.S. Kuzmin
European Physical Journal C | 1996
B. P. Adiasevich; V. Antonenko; S.A. Averichev; L. S. Azhgirey; J. Ball; N.A. Bazhanov; B. Benda; N. S. Borisov; Yu.T. Borzunov; E. I. Bunyatova; V. F. Burinov; E.V. Chernykh; S.A. Dolgii; G. Durand; A. P. Dzyubak; A. N. Fedorov; V. V. Fimushkin; J-C Fontaine; V.V. Glagolev; L.B. Golovanov; D.P. Grosnick; G. M. Gurevich; D. Hill; A. V. Karpunin; T. Kasprzyk; B.A. Khachaturov; A.D. Kirillov; N. I. Kochelev; A. D. Kovalenko; A.I. Kovalev
European Physical Journal A | 2009
V. I. Sharov; A. A. Morozov; R. A. Shindin; V. Antonenko; S. B. Borzakov; Yu.T. Borzunov; E. V. Chernykh; V.F. Chumakov; S. A. Dolgii; M. Finger; L. B. Golovanov; D. K. Guriev; A. Janata; A.D. Kirillov; A. D. Kovalenko; V.A. Krasnov; N. A. Kuzmin; A.K. Kurilkin; P.K. Kurilkin; A. N. Livanov; V. M. Lutsenko; P. K. Maniakov; E. A. Matyushevsky; G. P. Nikolaevsky; A. A. Nomofilov; Tz. Panteleev; S.M. Piyadin; I. L. Pisarev; Yu.P. Polunin; A. N. Prokofiev