7 results on '"S. Bassauer"'
Search Results
2. Comprehensive Test of the Brink-Axel Hypothesis in the Energy Region of the Pygmy Dipole Resonance
- Author
-
H. C. Berg, D. Gjestvang, Achim Richter, L. G. Pedersen, P. Scholz, Sunniva Siem, M. Guttormsen, Johann Isaak, E. Sahin, M. Markova, André Larsen, S. Bassauer, W. Paulsen, F. L. Bello Garrote, M. Mbabane, Gry Merete Tveten, Andreas Görgen, T. K. Eriksen, M. M. Bjørøen, Fabio Zeiser, T. Dahl-Jacobsen, V. M. Valsdottir, P. von Neumann-Cosel, M. Wiedeking, and N. I. J. Pettersen
- Subjects
Physics ,Nuclear Theory ,Spins ,010308 nuclear & particles physics ,FOS: Physical sciences ,General Physics and Astronomy ,01 natural sciences ,Resonance (particle physics) ,Spectral line ,Nuclear Theory (nucl-th) ,Nuclear physics ,Dipole ,0103 physical sciences ,Neutron ,Nuclear Experiment (nucl-ex) ,Nuclear Experiment ,010306 general physics ,Beam (structure) ,Energy (signal processing) ,Excitation - Abstract
The validity of the Brink-Axel hypothesis, which is especially important for numerous astrophysical calculations, is addressed for 116,120,124Sn below the neutron separation energy by means of three independent experimental methods. The $\gamma$-ray strength functions (GSFs) extracted from primary $\gamma$-decay spectra following charged-particle reactions with the Oslo method and with the Shape method demonstrate excellent agreement with those deduced from forward-angle inelastic proton scattering at relativistic beam energies. In addition, the GSFs are shown to be independent of excitation energies and spins of the initial and final states. The results provide a critical test of the generalized Brink-Axel hypothesis in heavy nuclei, demonstrating its applicability in the energy region of the pygmy dipole resonance., Comment: 6 pages, 4 figures, Phys. Rev. Lett. (in press)
- Published
- 2021
- Full Text
- View/download PDF
3. Electric and magnetic dipole strength in Sn112,114,116,118,120,124
- Author
-
A. D'Alessio, Yasuhiro Togano, Shumpei Noji, G. Gey, T. H. Hoang, M. Matsuda, Yuni N. Watanabe, N. Nakatsuka, S. Adachi, V. Yu. Ponomarev, Achim Richter, Norbert Pietralla, M. S. Reen, Nobuyuki Kobayashi, Paul-Gerhard Reinhard, Carlos A. Bertulani, V. Werner, I. Ou, Y. Fujita, Johann Isaak, Hooi Jin Ong, P. Y. Chan, T. Klaus, M. Tsumura, A. Inoue, M. Singer, T. Sudo, M. Hilcker, G. Steinhilber, Hisanori Fujita, Hiroyuki Fujioka, C. Iwamoto, Atsushi Tamii, P. von Neumann-Cosel, Yukie Maeda, and S. Bassauer
- Subjects
Physics ,Isovector ,010308 nuclear & particles physics ,Nuclear Theory ,Nuclear structure ,7. Clean energy ,01 natural sciences ,Dipole ,Polarizability ,0103 physical sciences ,Neutron ,Atomic physics ,010306 general physics ,Multipole expansion ,Magnetic dipole ,Excitation - Abstract
Background: There is renewed interest in electric dipole strength distributions for a variety of reasons including the extraction of the dipole polarizability related to properties of the symmetry energy and a measure for the neutron skin thickness, understanding the structure of low-energy E1 strength in nuclei with neutron excess, and establishing the systematics of the isovector giant dipole resonance (IVGDR). Inelastic proton scattering at energies of a few hundred MeV and very forward angles including 0∘ has been established as a tool for the study of electric and magnetic dipole strength distributions in nuclei. Purpose: The present work aims at a systematic investigation of the electric and magnetic dipole strength distributions in the chain of stable even-mass tin isotopes. Methods: Inelastic proton scattering experiments were performed at the Research Center for Nuclear Physics, Osaka, with a 295-MeV beam covering laboratory angles 0∘–6∘ and excitation energies 6–22 MeV. Cross sections due to E1 and M1 excitations were extracted with a multipole decomposition analysis (MDA) and then converted to reduced transition probabilities with the “virtual photon method” for E1 and the “unit cross section method” for M1 excitations, respectively. Including a theory-aided correction for the high-excitation-energy region not covered experimentally, the electric dipole polarizability was determined from the E1 strength distributions. Results: Total photoabsorption cross sections derived from the E1 and M1 strength distributions show significant differences compared to those from previous (γ,xn) experiments in the energy region of the IVGDR. The widths of the IVGDR deduced from the present data with a Lorentz parametrization show an approximately constant value of about 4.5 MeV in contrast to the large variations between isotopes observed in previous work. The IVGDR centroid energies are in good correspondence to expectations from empirical systematics of their mass dependence. Furthermore, a study of the dependence of the IVGDR energies on bulk matter properties is presented. The E1 strengths below neutron threshold show fair agreement with results from (γ,γ′) experiments on Sn112,116,120,124 in the energy region between 6 and 7 MeV, where also isoscalar E1 strength was found for Sn124. At higher excitation energies, large differences are observed, pointing to a different nature of the excited states with small ground-state branching ratios. The isovector spin-M1 strengths exhibit a broad distribution between 6 and 12 MeV in all studied nuclei. Conclusions: The present results contribute to the solution of a variety of nuclear structure problems including the systematics of the energy and width of the IVGDR, the structure of low-energy E1 strength in nuclei, new constraints to energy density functionals (EDFs) aiming at a systematic description of the dipole polarizability across the nuclear chart, from which properties of the symmetry energy can be derived, and the systematics of the isovector spin-M1 strength in heavy nuclei.
- Published
- 2020
- Full Text
- View/download PDF
4. Precision measurement of the E2 transition strength to the 21+ state of C12
- Author
-
P. von Neumann-Cosel, A. D'Alessio, Johann Isaak, Klaus Vobig, T. Klaus, T. Hüther, J. Birkhan, Norbert Pietralla, Lars Jürgensen, S. Bassauer, M. Mathy, V. Yu. Ponomarev, I. Brandherm, T. Mongelli, G. Steinhilber, M. Hilcker, Michaela Arnold, V. Werner, Robert Roth, M. Singer, and P. Ries
- Subjects
Physics ,Superconductivity ,010308 nuclear & particles physics ,Form factor (quantum field theory) ,State (functional analysis) ,01 natural sciences ,Momentum ,Transition strength ,0103 physical sciences ,Quadrupole ,Effective field theory ,Atomic physics ,010306 general physics ,Excitation - Abstract
The form factor of the electromagnetic excitation of $^{12}\mathrm{C}$ to its ${2}_{1}^{+}$ state was measured at extremely low momentum transfers in an electron-scattering experiment at the Superconducting Darmstadt Electron Linear Accelerator (S-DALINAC). A combined analysis with the world form-factor data results in a reduced transition strength $B(E2;{2}_{1}^{+}\ensuremath{\rightarrow}{0}_{1}^{+})=7.63(19)\phantom{\rule{4pt}{0ex}}{e}^{2}\phantom{\rule{0.16em}{0ex}}{\mathrm{fm}}^{4}$ with an accuracy improved to 2.5%. In-medium no-core shell-model results with interactions derived from chiral effective field theory are able to reproduce the result. A quadrupole moment $Q({2}_{1}^{+})=5.97(30)\phantom{\rule{4pt}{0ex}}e\phantom{\rule{0.16em}{0ex}}{\mathrm{fm}}^{2}$ can be extracted from the strict correlation with the $B(E2)$ strength emerging in the calculations.
- Published
- 2020
- Full Text
- View/download PDF
5. Electric Dipole Polarizability of Ca48 and Implications for the Neutron Skin
- Author
-
Achim Richter, Achim Schwenk, Hiroshi Matsubara, Atsushi Tamii, Thomas Papenbrock, Norbert Pietralla, S. Bassauer, Sonia Bacca, Carlos A. Bertulani, P. von Neumann-Cosel, Gaute Hagen, J. Birkhan, Mirko Miorelli, and V. Yu. Ponomarev
- Subjects
Physics ,Proton ,010308 nuclear & particles physics ,General Physics and Astronomy ,Inelastic scattering ,7. Clean energy ,01 natural sciences ,Dipole ,Electric dipole moment ,Polarizability ,0103 physical sciences ,Neutron ,Electric dipole transition ,Atomic physics ,010306 general physics ,Excitation - Abstract
The electric dipole strength distribution in ^{48}Ca between 5 and 25 MeV has been determined at RCNP, Osaka from proton inelastic scattering experiments at forward angles. Combined with photoabsorption data at higher excitation energy, this enables the first extraction of the electric dipole polarizability α_{D}(^{48}Ca)=2.07(22) fm^{3}. Remarkably, the dipole response of ^{48}Ca is found to be very similar to that of ^{40}Ca, consistent with a small neutron skin in ^{48}Ca. The experimental results are in good agreement with ab initio calculations based on chiral effective field theory interactions and with state-of-the-art density-functional calculations, implying a neutron skin in ^{48}Ca of 0.14-0.20 fm.
- Published
- 2017
- Full Text
- View/download PDF
6. γ strength function and level density of Pb208 from forward-angle proton scattering at 295 MeV
- Author
-
S. Bassauer, Atsushi Tamii, and P. von Neumann-Cosel
- Subjects
Nuclear reaction ,Physics ,Isovector ,010308 nuclear & particles physics ,Gamma ray ,01 natural sciences ,Resonance (particle physics) ,Nuclear physics ,Dipole ,0103 physical sciences ,Neutron ,Atomic physics ,010306 general physics ,Fermi gas ,Excitation - Abstract
Gamma strength functions (GSFs) and level densities (LDs) are essential ingredients of statistical nuclear reaction theory with many applications in astrophysics, reactor design, and waste transmutation. The aim of the present work is a test of systematic parametrizations of the GSF recommended by the RIPL-3 data base for the case of $^{208}$Pb. The upward GSF and LD in $^{208}$Pb are compared to gamma decay data from an Oslo-type experiment to examine the validity of the Brink-Axel (BA) hypothesis. The E1 and M1 parts of the total GSF are determined from high-resolution forward angle inelastic proton scattering data taken at 295 MeV at RCNP, Osaka, Japan. The total LD in $^{208}$Pb is derived from the $1^-$ LD extracted with a fluctuation analysis in the energy region of the isovector giant dipole resonance. The E1 GSF is compared to parametrizations recommended by the RIPL-3 data base showing systematic deficiencies of all models in the energy region around neutron threshold. The new data for the poorly known spinflip M1 resonance call for a substantial revision of the model suggested in RIPL-3. The total GSF derived from the present data is larger in the PDR energy region than the Oslo data but the strong fluctuations due to the low LD resulting from the double shell closure of $^{208}$Pb prevent a conclusion on a possible violation of the BA hypothesis. Using the parameters suggested by RIPL-3 for a description of the LD in $^{208}$Pb with the back-shifted Fermi gas model, remarkable agreement between the two experiments spanning a wide excitation energy range is obtained. Systematic parametrizations of the E1 and M1 GSF parts need to be reconsidered at low excitation energies. The good agreement of LD provides an independent confirmation of the approach underlying the decomposition of GSF and LDs in Oslo-type experiments.
- Published
- 2016
- Full Text
- View/download PDF
7. First Measurement of Collectivity of Coexisting Shapes Based on Type II Shell Evolution: The Case of Zr96
- Author
-
C. Kremer, Taka Otsuka, M. Singer, Yusuke Tsunoda, Markus Zweidinger, P. van Neumann-Cosel, M. Hilcker, A. Krugmann, S. Aslanidou, V. Werner, Noritaka Shimizu, S. Bassauer, Norbert Pietralla, G. Steinhilber, Tomoaki Togashi, and V. Yu. Ponomarev
- Subjects
Physics ,Quantum phase transition ,Shape change ,Isotope ,010308 nuclear & particles physics ,Monte Carlo method ,Shell (structure) ,General Physics and Astronomy ,01 natural sciences ,medicine.anatomical_structure ,0103 physical sciences ,medicine ,Inelastic electron scattering ,Atomic physics ,010306 general physics ,Nucleus ,Nuclear theory - Abstract
High-resolution inelastic electron scattering on ${}^{96}$Zr establishes shape coexistence---where two nearby states possess distinct shapes---for this nucleus. Monte Carlo shell-model calculations indicate that the shape change in Zr isotopes is a quantum phase transition.
- Published
- 2016
- Full Text
- View/download PDF
Catalog
Discovery Service for Jio Institute Digital Library
For full access to our library's resources, please sign in.