Search Results - "Samarin, V.V."

Description of nucleon-transfer and fusion reactions within time-dependent approaches and coupled-channel method by Samarin, V. V.

“…The time-dependent Schrödinger equation and the method of perturbed stationary states that is based on the expansion of the total wave function for the system…”
Get full text

Quantum description of coupling to neutron-rearrangement channels in fusion reactions near the Coulomb barrier by Samarin, V. V.

“…The fusion cross sections for the 17,18 O+ 27 Al, 18 O+ 58 Ni, and 6 He+ 197 Au reactions were calculated by the coupled-channel method. The radial dependence…”
Get full text

NRV web knowledge base on low-energy nuclear physics by Karpov, A.V., Denikin, A.S., Naumenko, M.A., Alekseev, A.P., Rachkov, V.A., Samarin, V.V., Saiko, V.V., Zagrebaev, V.I.

“…The paper describes the principles of organization and operation of the NRV web knowledge base on low-energy nuclear physics (http://nrv.jinr.ru/) which…”
Get full text

Time-Dependent Description of Incomplete Fusion of Nuclei and Cluster and Nucleon-Transfer Reactions by Samarin, V. V.

“…A numerical solution of the time-dependent Schrödinger equation is applied in studying the dynamics of incomplete fusion of nuclei and cluster- and…”
Get full text

Neutron transfer and nuclear breakup in 208Pb(11Li, 9Li) reaction by Azhibekov, A.K., Samarin, V.V., Kuterbekov, K.A.

Get full text

Study of Ground States of [sup.3]H, [sup.3,4,6]He, [sup.6]Li, and [sup.9]Be Nuclei by Feynman's Continual Integrals Method by Samarin, V.V, Naumenko, M.A

“…The ground-state energies and the squared moduli of the ground-state wave functions are calculated for the [sup.3]H, [sup.3, 4, 6]He, [sup.6]Li, and [sup.9]Be…”
Get full text

Time-dependent calculations for neutron transfer and nuclear breakup processes in 11Li+9Be and 11Li+12C reactions at low energy by Azhibekov, A.K., Samarin, V.V., Kuterbekov, K.A.

“…•This paper is about low energy nuclear reactions with weakly bound 11Li nucleus.•We present time-dependent calculations for neutron transfer and breakup…”
Get full text

Nucleon transfer in reactions 3He+194Pt, 45Sc within time-dependent approach by Samarin, V.V., Penionzhkevich, Yu.E., Naumenko, M.A., Skobelev, N.K.

Get full text

Nucleon states of strongly deformed nuclei and dinuclear systems in the nonoscillator two-center model by Samarin, V. V.

“…A new method for numerically solving the Schrö dinger equation for an arbitrary axisymmetric field with allowance for spin-orbit interaction is used to study…”
Get full text

Shell model calculations for deformed Li isotopes by Azhibekov, A.K., Samarin, V.V., Kuterbekov, K.A., Naumenko, M.A.

“…The nuclear shell model and its application to studying the structure of nuclei with deformed and spherical shapes are discussed. Calculations of level…”
Get full text

Analysis of (11Li+9Be)-reaction in the framework of the time-dependent Schrodinger equation by Azhibekov, A.K., Kuterbekov, K.A., Samarin, V.V.

“…Neutron transfer and nucleus breakup cross sections in (11Li + 9Be) -reaction are calculated at energy range up to 32 MeV/nucleon. The evolution of probability…”
Get full text

Study of enhancement of total cross sections of reactions with 6He, 6,9Li nuclei by Yu.E. Penionzhkevich, Yu.G. Sobolev, V.V. Samarin, M.A. Naumenko

“…The energy dependence of total cross sections of reactions 6He + Si and 6,9Li + Si in the beam energy range 5-30 MeV/nucleon has been measured. An agreement…”
Get full text

Peculiarities in Total Cross Sections of Reactions with Weakly Bound Nuclei [sup.6]He, [sup.9]Li by Penionzhkevich, Yu.E, Sobole), Yu.G, Samarin, V.V, Naumenko, M.A

“…The energy dependence of the total cross sections for the [sup.6]He + Si and [sup.9]Li + Si reactions was measured at beam energies between 5 and 20 MeV per…”
Get full text

Channel coupling analysis of initial reaction stage in synthesis of super-heavy nuclei by Samarin, V.V, Zagrebaev, V.I

“…The problem of quantum description of near-barrier fusion of heavy nuclei taking place under strong coupling of relative motion with rotation of deformed…”
Get full text