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Coulomb Excitation of Double Phonon Giant Resonances

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Title: Coulomb Excitation of Multi Phonon Giant Resonances at SIS. Author: Joachim Stroth Keywords: Giant Resonances Multi Phonon Last modified by – PowerPoint PPT presentation

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Title: Coulomb Excitation of Double Phonon Giant Resonances


1
Coulomb Excitation of Double Phonon Giant
Resonances
  • Programme
  • Motivation
  • Introductory Remarks
  • Experimental Technique
  • Results
  • Coulomb excitation of the DGDR
  • Hints for non-harmonic behaviour
  • Decay properties
  • Summary

2
A Motivation
  • Coulomb Excitation of Relativistic
    HI-Projectiles
  • Very high excitation cross sections
  • Efficient detection in 4p
  • Observation of rare processes
  • Investigation of radioactive isotopes
  • Multi-Phonon Giant Resonanceshighly collective,
    (large) amplitude motions
  • New test field for microscopic theories
  • Doorway states to exotic decay processes?

3
The Virtual Photon Field
  • Equivalent photon spectrum defined for all
    multipolarities(e.g. Bertulani, Baur Phys. Rep.
    163,5 (88))
  • Adiabatic Cut-off
  • Preferable energy window

4
Coulomb Excitation in a Simplified Model
  • Lorentz-contracted field acts for a
  • short interval Dt.
  • Small momentum transfer (independent of g)
  • Strong transverse field

Full relativistic treatment (squares) by Matzdorf
et al. Z. Phys. D6(87)5
  • Method of virtual photons (Weizsäcker/Williams)eq
    uivalent (cross sections) to semi-classical
    treatment

5
Giant Resonances(a reminder)
  • Small amplitude collective motion
    (shape/density, electric/magnetic)
  • Linear response a.f.o. relevant co-ordinate
  • cross feature of all isotopes

Microscopic
Macroscopic
  • Appears as a broad structure
  • Strongly damped motion due to a coupling of the
    coherent 1p-1h state to incoherent 2p-2h (doorway
    states) states

6
Excitation and Dissociation
  • Compound nucleus decay dominant
  • Direct g-decay Gg / Gtot 1.7
    (0.9)
  • (Beene et al., PR C41 (90) 920)
  • Direct neutron decay Gdirect / Gtot few
  • (van der Woude et al., NP A569 (94) 383c)

7
Multiple excitation of the GDR
  • N-phonon state of the GDR (assume harmonic
    oscillator)
  • excitation probabilityPoisson distribution
  • Energy

1AGeV on Pb
  • v c s(GR) gt 1 barns(GR Ä GR) gt 100 mb

8
The LAND approach
  • Exclusive measurement of the projectile decay
    products using inverse kinematics !
  • Set-up
  • Neutrons Large Area Neutron Detector
  • Photons Crystal ball, (BaF-array)
  • Projectile Scintillators, MWPC,
  • Strip detectors, PIN Diodes
  • Relevant Observable F Invariant MassMinv
    -MPR Excitation En. PPR S Pgi S Pni

9
Resolution for neutron detection
  • Momenta in LAB system

10
DGDR Excitation in relativistic Coulomb
Collisions
  • Corrected for background
  • contributions from nuclear reactions
  • ? 100 mb (scaled from 12C target)

11
Response of the detection system
  • Resolution dominated by g-detection
  • Different response for 1n, 2n etc. channels
  • unfolding introduces systematic error
  • Modelling the data
  • Define differential excitation cross section
  • semi-classical treatment of 1-phonon part
  • Gaussian for 2-phonon strength
  • Generate events
  • Statistical model
  • measured g,xn branching ratios
  • Digitise information (detector response)
  • Analyse model spectra and compare

12
Excitation on different targets (208Pb_at_640 A
MeV)
13
Target systematic I cross section (208Pb_at_640
A MeV)
Can the strength above the GDR be attributed to
a two-phonon state ?
  • Harmonic oscillator (non-interacting phonons)
  • smulti phonon ZT n (2 - d)
  • Reminder sCX (1/Rmin , ZT2)
  • Experiment d 0.41 (6) n 1.8 (3)
  • Two-step excitation process proved !

14
Target systematic II harmonicity (208Pb_at_640 A
MeV)
Measured GDR cross section agrees with
semi-classical, relativistic Coulomb excitation
calculation.
2-Phonon Excitation
  • Enhancement in the DGDR cross section
  • s2-Ph (exp) / s2-Ph. (harm) 1.33 (16)

15
DGDR Resonance parameters for 208Pb (208Pb_at_640 A
MeV)
  • apart from cross section no significant deviation
    from harmonicity
  • doubly magic 208Pb behaves like a good vibrator

16
Double Phonon Giant ResonanceOverview over other
experiments
Pion DCX reactions
Nuclear scattering experiments
Coulomb excitation at relativistic energies
Similar structures found independently from
particular excitation processes F Nuclear
Structure effect !
17
DGDR Parameters
  • Indication for unharmonicity independent from
    reaction mechanism

18
Decay properties (208Pb_at_640 A MeV)
  • Combining results from gg (TAPS) and xn (LAND)
    measurem.
  • BRGDRg-n TGDRg / TGDRn 0.019 (2)
  • BRDGDR2g-n TDGDR2g / TDGDRn 4.5 (1.5) 10-4
  • BRDGDR2g-n / BRDGDR,harm.2g-n 1.25 (40) Þ
    (non-interacting bosons)
  • Conclusion direct photons predominately from
    decay of a
  • collective and not from compound state.

19
Summary Outlook
  • Excitation of relativistic projectiles is a
    promising tool for nuclear structure
    investigations
  • One-phonon GDR in good agreement with
    semi-classical description.
  • Cross section observed in the DGDR region clearly
    from a two step excitation
  • Unharmonicity effects were found.In 208Pb
    (doubly magic) less pronounced than observed for
    136Xe ( magic)
  • Scenario of non-interaction phonons supported by
    first direct extraction of branching ratios for
    the decay of the DGDR in the case of 208Pb.
  • New data for 238U, 136Xe and O-isotopes currently
    being analysed

20
Status
  • Excitation mechanism
  • Coupled-channel treatment does not account for
    higher cross section of the DGDR (Bertulani et
    al. PR C53,334(96))
  • Schematic model with small unharmonicity in the
    response (?1 for Pb, ? 2 for Xe) explains
    cross section enhancement(Bortignon, Dasso PR
    C56,574(97))
  • Nuclear structure
  • Enhancement of the B(E1,DGDR?GDR) if expanded in
    in a multi-phonon basis.(Soloviev et al. PR C97,
    R603(97))
  • Background of 2p-2h states excited directly is
    smaller than ? 15 (Pb), see below.(Ponomarev,
    Bertulani PRL 79,3853(97)

21
The LAND Collaboration
  • R.Kulessa, E.Lubkiewicz, W.Walus, E.Wajda
  • (Univ. Cracow) B.Eberlein, R.Holzmann, H.Emling,
    Y.Leifels
  • (GSI, Darmstadt)
  • J.Cub, G.Schrieder, H.Simon
  • (TU Darmstadt)
  • J.Holeczek (Univ. Katovice)
  • K.Boretzky, Th.W.Elze, A.Grünschloß, H.Klingler,
    I.Kraus, A.Leistenschneider, I.Stamenko,
    K.Stelzer, J.Stroth(Univ. Frankfurt) Th.Aumann,
    W. Dostal, B.Eberlein, J.V.Kratz (Univ. Mainz)
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