Search Results - "Darai, J."

Superdeformation and dynamical symmetry by Riczu, G, Darai, J, Cseh, J

“…Superdeformed bands are determined from symmetry-considerations, and their in-band E2 transition strengths are predicted. Those light nuclei are studied which…”
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Shape isomers of light nuclei from the stability and consistency of the SU(3) symmetry by Cseh, J., Riczu, G., Darai, J.

“…We investigate the stability and self-consistency of the SU(3) symmetry and quadrupole deformation in light nuclei in terms of the Nilsson model and…”
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Ternary clusterization and quadrupole deformation by Algora, A., Cseh, J., Darai, J., Hess, P.O.

“…The deformation-dependence of ternary clusterization of atomic nuclei is investigated. In particular, allowed and forbidden ternary cluster-configurations are…”
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Extreme quadrupole deformation and clusterization by Darai, J., Cseh, J., Adamian, G., Antonenko, N.

“…We discuss a simple symmetry-adapted method for the determination of the shape isomers, and for the study of their possible fragmentation. In other words the…”
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Super and hyperdeformed states, and reactions to populate them by Cseh, J., Darai, J., Algora, A., Antonenko, N., Adamian, G.

“…We study the possible binary cluster configurations of the superdeformed and hyperdeformed states of some N = Z nuclei. These investigations contribute to the…”
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Accumulation of three-body resonances above two-body thresholds by PAPP, Z, DARAI, J, MEZEI, J. Zs, HLOUSEK, Z. T, HU, C-. Y

“…We calculate resonances in the three-body system with attractive Coulomb potential by solving homogeneous Faddeev-Merkuriev integral equations for complex…”
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Faddeev–Merkuriev equations for resonances in three-body Coulombic systems by Papp, Z., Darai, J., Nishimura, A., Hlousek, Z.T., Hu, C.-Y., Yakovlev, S.L.

“…We reconsider the homogeneous Faddeev–Merkuriev integral equations for three-body Coulombic systems with attractive Coulomb interactions and point out that the…”
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Faddeev-Noble Versus Sasakawa-Sawada Equations for the Nuclear Three-Body Coulomb Problem by Mezei, J. Zs, Darai, J., Papp, Z., Plessas, W.

“…We compare the efficiency of two Faddeev-type approaches for the nuclear three-body Coulomb problem. The first one is a modification of Noble's approach, the…”
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Pathogenicity of Genome Reassortant Infectious Bursal Disease Viruses in Chickens and Turkeys by Jackwood, Darai J., Stoute, Simone T., Crossley, Beate M.

“…Infectious bursal disease virus (IBDV) contains two genome segments (segment A/segment B) that can reassort among the viruses. Reassortant IBDVs have been…”
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Deformation dependence of nuclear clusterization by Cseh, J., Algora, A., Darai, J., Hess, P. O.

“…The allowed and forbidden binary cluster configurations of the ground, superdeformed, and hyperdeformed states of some nuclei are determined, based on the…”
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A coordinate independent approach to the kinematics of rotating frames by Dede, K. M., Demény, A., Darai, J. Kuti

“…Generalization of the laws of dynamics to noninertial frames is based on the kinematic transformation formula for accelerations relative to different frames. A…”
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Resonant-state solution of the Faddeev-Merkuriev integral equations for three-body systems with Coulomb potentials by Papp, Z., Darai, J., Hu, C.-Y., Hlousek, Z. T., Kónya, B., Yakovlev, S. L.

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Variational separable expansion scheme for two-body Coulomb-scattering problems by Darai, J., Gyarmati, B., Kónya, B., Papp, Z.

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An empirical neutron scattering kernel for plexiglas by Dede, K.M., Demény, A., Kuti Darai, J.

“…An empirical scattering kernel is proposed for thermal neutrons in plexiglas. The kernel is based on the Radkowsky prescription, but takes into account the…”
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Shape isomers and clusterization in the 28 Si nucleus by Darai, J., Cseh, J., Jenkins, D. G.

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On the intersection of the shell, collective and cluster models of atomic nuclei II: Symmetry-breaking and large deformations by Cseh, J, Darai, J

“…We discuss the role of the broken symmetries in the connection of the shell, collective and cluster models. The cluster-shell competition is described in terms…”
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Antibound poles in cut-off Woods-Saxon and strictly finite-range potentials by Darai, J., Rácz, A., Salamon, P., Lovas, R. G.

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Clusterization in the shape isomers of the {sup 56}Ni nucleus by Darai, J., Cseh, J., Antonenko, N. V., Jolos, R. V., Royer, G., Algora, A., Hess, P. O., Scheid, W.

“…The interrelation of the quadrupole deformation and clusterization is investigated in the example of the {sup 56}Ni nucleus. The shape isomers, including…”
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Clusterization in the shape isomers of the 56 Ni nucleus by Darai, J., Cseh, J., Antonenko, N. V., Royer, G., Algora, A., Hess, P. O., Jolos, R. V., Scheid, W.

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12 C( 16 O, γ ) 28 Si radiative capture: Structural and statistical aspects of the γ decay by Lebhertz, D., Courtin, S., Haas, F., Jenkins, D. G., Simenel, C., Salsac, M.-D., Hutcheon, D. A., Beck, C., Cseh, J., Darai, J., Davis, C., Glover, R. G., Goasduff, A., Kent, P. E., Levai, G., Marley, P. L., Michalon, A., Pearson, J. E., Rousseau, M., Rowley, N., Ruiz, C.

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