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Elastic alpha scattering experiments

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Presentation on theme: "Elastic alpha scattering experiments"— Presentation transcript:

1 Elastic alpha scattering experiments
G. G. Kiss ATOMKI Debrecen, Hungary

2 Astrophysical p-process
synthesis of the rare, heavy proton-rich isotopes, the so called p-nuclei, which can`t be produced by the s- and r- processes -induced reactions high temperature needed  explosive scenarios

3 Astrophysical p-process
dominant (,n) reactions complemented by (,) and (,p) reactions (g,n) Sn 108 109 110 111 112 113 114 115 116 (g,p) (g,a) Cd 106 p-abundances  network calculation ( ~ reactions, ~ 2000 nuclei) reaction rates are calculated using statistical model nuclear physics input

4 106Cd(a,g)110Sn Nucl. Phys. 84, (1966) 177 Nucl. Phys. A707, (2002) 253 Nucl. Phys. A723, (2003) 104

5 106Cd(a,g)110Sn

6 Experimental tests for global parameterization
Elastic alpha scattering D. Galaviz et al., Phys. Rev. C71 (2006)

7 Present experiments 89Y(a,a)89Y 92Mo 91Zr 93Nb 94Mo 90Zr 89Y 92Zr
Fülöp et al., Phys. Rev. C64 (2003) 92Mo 91Zr 93Nb 94Mo 90Zr 89Y 92Zr N=50 89Y(a,a)89Y ATOMKI, cyclotron Ec.m.~ 15.5 and 18.6 MeV Beam current: 300 nA Target: Natural 89Y (100%) Carbon backing, evaporation thickness: ~250 μg/cm2 Angular range: 20-100° : 1° step ° : 1.5° step ° : 2° step G. G. Kiss et al., J. Phys G, in press

8 Present experiments II.
D. Galaviz et al., Phys. Rev. C71 (2006) Sn (50) 112Sn 114Sn 115Sn 116Sn 117Sn 118Sn 119Sn 120Sn 122Sn 124Sn In 111In 113In Cd 106Cd 108Cd 110Cd 111Cd 112Cd 112Sn 113Cd 114Cd 116Cd G.G.Kiss et al., Eur. Phys. J A27 (2005) 106,110,116Cd(a,a)106,110,116Cd ATOMKI, cyclotron Ec.m.~ 15.5 and 18.9 MeV Beam current: 300 nA Target: Highly enriched (95+%) 106,110,116Cd on carbon backing, evaporation, thickness: ~ 200 μg/cm2 Angular range: 20-120° : 1° step ° : 2.5° step

9 Experimental setup Chamber: 78.8 cm in diameter
beamspot: 2mm in diameter remote controlled target ladder 6 / 8 ion implanted Silicon surface barrier detectors 2 turntables with 2 detectors each Monitor detectors fixed angle ± 150 corrections to the beam displacements Current measurement with Faraday cup

10 Spectra 89Y(a,a)89Y

11 Angular calibration ≤ ± 0.12º Final angular uncertainties:
Crucial importance for precision Measured with kinematical coincidence (recoil C-alpha) (pure carbon backing as target & alpha beam) Final angular uncertainties: ≤ ± 0.12º

12 Global parameterizations
U (r) = VC (r) + V (r) + iW(r) Coulomb + nuclear potential MacFadden and Satchler [ Nucl. Phys. 84 (1966) 177 ] 4 parameter Woods-Saxon potential mass and energy independent Demetriou [ Nucl. Phys. A707 (2002) 253 improvement: AIP conf. proc. 891 (2006) 281 ] medium mass, double folding parameterization for real part, mass and energy dependent imaginary potential Avrigeanu [Nucl. Phys. A723 (2003) 104 improvements: Nucl. Phys. A764 (2006) 246 Phys. Rev. C73 (2006) ] A ~ 100, volume Woods-Saxon parameterization for the real part volume + surface Woods-Saxon parameterization for the imaginary part

13 Angular distributions
≤ 5% Total uncertainties ≤ 0.12º Total angular uncertainties G. G. Kiss et al., in preparation

14 Ratio of the elastic scattering cross sections of 92Mo / 89Y
Ec.m. ≈ 15.5 MeV Ec.m. ≈ 18.6 MeV

15 Summary Reactions involving alpha particles are
playing important role at astrophysics It is necessary to fix the form of the optical potential More experimental data is needed Investigating the variation of the elastic scattering cross section along isotopic and isotonic chains are useful for testing global parameterizations

16 Thank you for your attention!
ATOMKI Nucl. Astrophys. Group: Zs. Fülöp Gy. Gyürky Z. Elekes E. Somorjai In Collaborations with: Technische Universität Darmstadt GERMANY University of Notre Dame, USA Instituto De Escructura De La Materia, SPAIN


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