Abstract
The results for the classical single-particle motion in Woods-Saxon potential with octupole deformation including spin-orbit interaction are reported. The dependence of the results on the potential diffuseness and on the spin-orbit coupling is studied. The model is examined by means of qualitative (Poincare sections) and quantitative (Lyapunov exponents, power spectrum) methods. The transition from order to chaos is observed when the spin-orbit coupling increases. The role of the diffuseness of the potential in suppressing chaos is also shown. (orig.)
Citation Formats
Murat, R, and Rozmej, P.
Chaos in axially symmetric nuclear potential with diffuse surface and spin-orbit coupling.
Germany: N. p.,
1994.
Web.
Murat, R, & Rozmej, P.
Chaos in axially symmetric nuclear potential with diffuse surface and spin-orbit coupling.
Germany.
Murat, R, and Rozmej, P.
1994.
"Chaos in axially symmetric nuclear potential with diffuse surface and spin-orbit coupling."
Germany.
@misc{etde_10128316,
title = {Chaos in axially symmetric nuclear potential with diffuse surface and spin-orbit coupling}
author = {Murat, R, and Rozmej, P}
abstractNote = {The results for the classical single-particle motion in Woods-Saxon potential with octupole deformation including spin-orbit interaction are reported. The dependence of the results on the potential diffuseness and on the spin-orbit coupling is studied. The model is examined by means of qualitative (Poincare sections) and quantitative (Lyapunov exponents, power spectrum) methods. The transition from order to chaos is observed when the spin-orbit coupling increases. The role of the diffuseness of the potential in suppressing chaos is also shown. (orig.)}
place = {Germany}
year = {1994}
month = {Dec}
}
title = {Chaos in axially symmetric nuclear potential with diffuse surface and spin-orbit coupling}
author = {Murat, R, and Rozmej, P}
abstractNote = {The results for the classical single-particle motion in Woods-Saxon potential with octupole deformation including spin-orbit interaction are reported. The dependence of the results on the potential diffuseness and on the spin-orbit coupling is studied. The model is examined by means of qualitative (Poincare sections) and quantitative (Lyapunov exponents, power spectrum) methods. The transition from order to chaos is observed when the spin-orbit coupling increases. The role of the diffuseness of the potential in suppressing chaos is also shown. (orig.)}
place = {Germany}
year = {1994}
month = {Dec}
}