Written in English
|Statement||by Volker Rieckert.|
|The Physical Object|
|Pagination||95 leaves, bound :|
|Number of Pages||95|
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Quadrupole moments and g-factors of low-lying bands in odd-A-nuclei ( moments of even-even and odd-A nuclei with moments Q/sub o/. K.F. Smith, in Progress in Nuclear Physics, Odd-odd nuclei. Fair agreement with experiment is obtained for odd-odd nuclei when the magnetic moment is calculated for the appropriate vector coupling of the single particle moments for the odd proton and the odd neutron.
Lane () has shown that an intermediate coupling calculation gives better. structure of the low-lying collective states, whic h is mapped in Fig. At the line S >, the zero-point energy is equal to the height of the barrier betw een the two axial minima.
The pseudo SU(3) approach has been used to describe many low-lying rotational bands, as well as BE(2) and B(M1) intensities in rare earth and actinide nuclei, both. The first striking feature is probably the occurrence of the energy gap 1 in even–even nuclei in contrast to the odd-mass cases, cf.
Fig. situation is illustrated schematically in Fig. diagram has its most litteral application to the regions of deformed nuclei, where the single-particle states are only twofold degenerate, but it also shows the main features of the spherical Cited by: Nuclear Shapes Studied by Coulomb Excitation Cline, static moments and the relative signs and magnitudes of off-diagonal matrix elements have been measured for states of low-lying quadrupole collective bands in a wide range of nuclei.
The spectra of these odd-A nuclei provide a means of identifying the importance of these two high-j. Full text of "Nuclear Physics Theory And Experiment" See other formats. This book is a collection of invited talks, oral contributions and poster contributions devoted to advances in nuclear physics.
It covers a broad range of topics on nuclear physics, including nuclear force, hypernuclei, nuclear structure, exotic nuclei, clustering, mean-field method, shell structure, nuclear deformation, unstable nuclei, and.
This banner text can have markup. web; books; video; audio; software; images; Toggle navigation. Measurement and Interpretation of Magnetic Dipole Moments of Odd-A Nuclei Close to Closed Shells, J. Stone, Workshop on On-Line Nuclear Orientation, TRIUMF, Vancouver, Canada, August Nuclei consist of protons and neutrons bound by the strong force.
A good description of a nuclear state could, in principle, be determined ab initio if the interaction between individual nucleons were known.
In that framework, the magnetic moment for a particular state of a nucleus, μ = Σμ i, is related to the intrinsic magnetic moments of the constituent protons and Cited by: Horia Hulubei National Institute for R&D in Physics and Nuclear Engineering (IFIN-HH) Nanosecond lifetime measurements of Iπ=9/2- intrinsic excited states and low-lying B(E1) strengths in Re using combined HPGe-LaBr3 coincidence spectroscopy Quadrupole moments and g factors for high-spin neutron isomers in Pb u-Bujor, A.
raport anual de activitate al institutului naŢional de cercetare-dezvoltare pentru fizicĂ Şi inginerie nuclearĂ horia hulubei anul 1. datele de identificare ale incd One observes in figure ld.2 that near to closed shells, quadrupole moments NUCLEAR GLOBAL PROPERTIES.
1' Figure 1d.l. Coordinates used to evaluate the intrinsic quadrupole moment of a single nucleon with charge y in a circular orbit with radius R. Q ZR' Figure ld The reduced nuclear quadrupole moments as a function of the number of odd 4/5(5). They pointed out that for some corrections this is the same as the dependence on of the quadrupole moment due to the nucleons.
The same approach is presented in a very short paper by Perks () on “The Quadrupole Moments of Odd A Nuclei”. He used the same interaction and assumptions as in his paper with Blin-Stoyle () on magnetic moments. The study covers the even-even nuclei of all isotopic chains from Gd to Pt.
g factors are calculated by using the many-body wave functions that well reproduce the energy levels and B(E2)s of the ground-state bands. For Gd to W isotopes the characteristic feature of the g factor data along an isotopic chain is described by the present model. Faculty, Department/Institute.
Faculty of Informatics Department of Informatics; Academic status (qualification) Professor Apr. 1,; Undergraduate Degrees・University. Krane Kenneth S. - Introductory Nuclear Physics - Free ebook download as PDF File .pdf), Text File .txt) or read book online for free.
This comprehensive text provides an introduction to basic nuclear physics, including nuclear decays and reactions and nuclear structure, while covering the essential areas of basic research and practical applications.5/5(16).
Bizzeti (Firenze):Critical Point Behaviour of Raand Th I. Hamamoto (Lund): Chiral Bands in Nuclei. OO S. Leoni (Milano): Nuclear Structure at Extreme Conditions through Gamma Spectroscopy Measurements J.
Hamilton (Vanderbilt):Even- and Odd-Parity Bands in ,11’%uand Odd-Parity Doublets in Io6Mo Coffee break. Solid state rapid thermocycling.
DOEpatents. Beer, Neil Reginald; Spadaccini, Christopher. The rapid thermal cycling of a material is targeted. A solid state heat exchanger with a first well and second well is coupled to a power module.
A thermoelectric element is coupled to the first well, the second well, and the power module, is configured to. Consistent interpretation of B(E2) values and g factors in deformed nuclei: Zhang JY, Casten RF, Wolf A, Berant Z, Cakirli RB, Zamfir NV, McCutchan EA: PHYSICAL REVIEW C Volume: 73 Issue: 3 Article Number: (March ) 4: 1.
Berant Z, Oster E, Casperson RJ, et al. PHYSICAL REVIEW C, 80 (5), Art. No.NOV 2.Nilberto Heder Medina - Graduação em Física pela Universidade de São Paulo (), mestrado () e doutorado em Física pela Universidade de São Paulo (), pós-doutorado pelo Istituto Nazionale di Fisica Nucleare - Sezione di Padova ().
Livre docência pela Universidade de São Paulo (). Atualmente, é Professor Associado 2 na Universidade de São Paulo.所属学部・学科等. 総合情報学部 総合情報学科; 職名 (資格) 教授 年 4月 1日; 出身学校・専攻. 東京大学 理学部物理学 年 卒業.