V riunione nazionale di astrofisica nucleare

Slides:



Advertisements
Similar presentations
NuPECC - Milan Present and future of Laboratory Underground Nuclear Astrophysics Alba Formicola - Status of the D(, ) 6 Li measurement -Status of.
Advertisements

Classical novae, type I x-ray bursts, and ATLAS Alan Chen Department of Physics and Astronomy McMaster University.
1 Some key problems and key reactions in Nuclear Astrophysics Main issues: BBN: was the universe always the same? What’s in the core of Sun and other MS.
Reaction rates in the Laboratory Example I: 14 N(p,  ) 15 O stable target  can be measured directly: slowest reaction in the CNO cycle  Controls duration.
Status of TACTIC: A detector for nuclear astrophysics Alison Laird University of York.
Forschungszentrum Karlsruhe in der Helmholtz-Gemeinschaft Neutron capture cross sections on light nuclei M. Heil, F. Käppeler, E. Uberseder Torino workshop,
1 An Introduction to Ion-Optics Series of Five Lectures JINA, University of Notre Dame Sept. 30 – Dec. 9, 2005 Georg P. Berg.
Reaction rates in the Laboratory Example I: 14 N(p,  ) 15 O stable target  can be measured directly: slowest reaction in the CNO cycle  Controls duration.
Reaction rates in the Laboratory Example I: 14 N(p,  ) 15 O stable target  can be measured directly: slowest reaction in the CNO cycle  Controls duration.
Is an RFQ a good candidate for a next- generation underground accelerator? Underground Accelerator for Nuclear Astrophysics Workshop October 27-28, 2003.
Recoil Separator Techniques J.C. Blackmon, Physics Division, ORNL RMS - ORNL WF QT QD Q D Target FP ERNA - Bochum WF Target D QT FP DRS ORNL QD VF D VAMOS.
The LUNA experiment: direct measurement of thermonuclear cross sections of astrophysical interest Alessandra Guglielmetti Universita’ degli Studi di Milano.
Recent Results for proton capture S-factors from measurements of Asymptotic Normalization Coefficients R. Tribble Texas A&M University OMEG03 November,
Nuclear Astrophysics with the PJ Woods, University of Edinburgh.
Gianluca Imbriani Physics Department of University of Naples Federico II, Italian National Institute of Nuclear Physics (INFN) and Joint Institute of Nuclear.
 -capture measurements with the Recoil-Separator ERNA Frank Strieder Institut für Physik mit Ionenstrahlen Ruhr-Universität Bochum HRIBF Workshop – Nuclear.
Nuclear structure and fundamental interactions Solid state physics Material irradiation Micrometeorite research and study Astrophysics Nuclear astrophysics.
ESF Workshop on The future of stable beams in Nuclear Astrophysics, Athens, Dec , 2007 Stable ion beams for nuclear astrophysics: Where do we stand.
Study of unbound 19 Ne states via the proton transfer reaction 2 H( 18 F,  + 15 O)n HRIBF Workshop – Nuclear Measurements for Astrophysics C.R. Brune,
ALNA- Accelerator Laboratory for Nuclear Astrophysics Underground Heide Costantini University of Notre Dame, IN, USA INFN, Genova, Italy.
 ( E ) = S(E) e –2   E -1 2      m  m   m   m   Reaction Rate(star)    (E)  (E) dE Gamow Peak  Maxwell Boltzmann.
 ( E ) = S(E) e –2   E -1 2       m  m   m   m   Reaction Rate(star)    (E)  (E) dE Gamow Peak  Maxwell Boltzmann.
This project is funded by the NSF through grant PHY , and the Universities of JINA. The Joint Institute for Nuclear Astrophysics Henderson DUSEL.
Forschungszentrum Karlsruhe in der Helmholtz-Gemeinschaft Neutron cross sections for reading the abundance history Michael Heil Forschungszentrum Karlsruhe.
ERNA: Measurement and R-Matrix analysis of 12 C(  ) 16 O Daniel Schürmann University of Notre Dame Workshop on R-Matrix and Nuclear Reactions in Stellar.
Tariq Al-Abdullah Hashemite University, Jordan Cairo 2009 Problems and Issues in Nuclear Astrophysics.
Effects Of Distortion On Trojan Horse Applications Rosario Gianluca Pizzone INFN – Laboratori Nazionali del Sud Catania.
Experimental Nuclear Astrophysics: Key aspects & Open problems Marialuisa Aliotta School of Physics University of Edinburgh Nuclear Physics Autumn Retreat.
Indirect Techniques ( I) : Asymptotic Normalization Coefficients and the Trojan Horse Method NIC IX R.E. Tribble, Texas A&M University June, 2006.
Laboratori Nazionali del Sud Start EXCYT status and perspectives L. CELONA on behalf the EXCYT collaboration Istituto Nazionale di Fisica Nucleare-Laboratori.
Indirect measurements of the -3 keV resonance in the 13 C(α, n) 16 O reaction: the THM approach Marco La Cognata.
1/38 Laboratory Underground Nuclear Astrophysics The D( 4 He,  ) 6 Li reaction at LUNA and the Big Bang Nucleosynthesis Carlo Gustavino For the LUNA collaboration.
Forschungszentrum Karlsruhe in der Helmholtz-Gemeinschaft Neutron capture measurements for the weak s-process Michael Heil Hirschegg workshop, January.
Shuya Ota: Japan Atomic Energy Agency, Rutgers University H. Makii, T. Ishii, K. Nishio, S. Mitsuoka, I. Nishinaka : Japan Atomic Energy Agency M. Matos,
NUCLEAR REACTIONS OF ASTROPHYSICAL INTEREST AT LUNA D. Trezzi (for the LUNA collaboration) Università degli Studi di Milano | INFN – New Vistas in Low-Energy.
 -capture measurements with a Recoil-Separator Frank Strieder Institut für Physik mit Ionenstrahlen Ruhr-Universität Bochum Int. Workshop on Gross Properties.
Virtual Neutron Method applied to the study of 17 O(n,  ) 14 C reaction Marisa Gulino LNS - INFN, Catania & Università di Enna “Kore”
Beta decay spectroscopy studies of novae and x-ray bursts
Modified r-matrix analysis of the 19F(p,a)16O HOES reaction
22Ne(a,n)25Mg status and perspectives (for an underground experiment)
Relativistic Kinematics for the Binding Energy of Nuclear Reactions
 s s 2ph = Z1Z2 m/E m = m1m2 / (m1+m2), E in keV
(Some) Current Topics in Nuclear Astrophysics
Nuclear Reaction Studies for Explosive Nuclear Astrophysics
Stars, Accelerators and Underground Laboratories
Why going underground g-background
at TSL high energy neutron facility
Neven Soić, Ruđer Bošković Institute, Zagreb, Croatia
Zs. Fülöp ATOMKI, Debrecen, Hungary
The scientific program for the first five years of LUNA-MV
Resonances in the 12C(α,γ)16O reaction
the s process: messages from stellar He burning
Diagnostics of FRIBs beam transport line
Rosario Gianluca Pizzone
Laboratory for Underground Nuclear Astrophysics
status and perspectives
György Gyürky Institute of Nuclear Research (Atomki) Debrecen, Hungary
The D(4He,)6Li reaction at LUNA and the Big Bang Nucleosynthesis
Stato dell’esperimento LUNA e del progetto LUNA MV- CdS MI giugno 2015
 s 2ph = Z1Z2 m/E m = m1m2 / (m1+m2), E in keV
Carbon, From Red Giants to White Dwarfs
Nucleosynthesis 12 C(
Tan Ahn, S. Henderson, S. Aguilar, A. Simon, W. P. Tan,
EUROPEAN ORGANIZATION FOR NUCLEAR RESEARCH
BBN, neutrinos and Nuclear Astrophysics
Study of the resonance states in 27P by using
Study of the resonance states in 27P by using
 s(E) = S(E) e–2ph E-1 s Nuclear Burning in Stars s(Estar) s
Elastic alpha scattering experiments
Direct Measurement of the 8Li + d reactions of astrophysical interest
Presentation transcript:

V riunione nazionale di astrofisica nucleare Teramo,  20-22 aprile, 2005  Sviluppi futuri degli esperimenti di astrofisica nucleare in Italia Paolo Prati

Experimental Nuclear Astrophysics in Italy In the future experimental groups will concentrate their activities on facilities at two INFN National Labs: Catania (LNS) Gran Sasso (LNGS)

ERNA (present) setup beam purification Dynamitron tandem accelerator on source recoil transport Magnetic quadrupole multipletts Wien filter 60° dipole magnet recoil separation Wien filter DE-E Detector gas target g - ray detection

Future activities @ LNS A recoil separator, ERNA, will be installed at the new RIB facility, EXCYT, at LNS

Coulomb barrier & electron screening Future activities @ LNS: Trojan Horse Method A a C c spectator s participant x quasi-free interaction three body reaction a + A  c + C + s A cluster of x  s To study a + x  c + C of astrophysical interest s x VFm A a Vrel=Va-VFm~ 0 Eax0  astrophysical energies if: Ea >> Ecoul Coulomb barrier & electron screening negligible

Trojan Horse Method s astrophysics s measured 3-body cross section measured by the coincidences of c and C Calculation of the 2-body cross section for bare nuclei s measured s astrophysics KF= kinematic factor |G(Ps)|2= momentum distribution of x in A

3He(d,p)4He 11B(p,a0)8Be Courtesy of Claudio Spitaleri, INFN -LNS a 6Li d a 4He p 3He 6Li =d  a The 200 keV resonance, due to the 16.87 MeV level of 5Li, has been reproduced 11B(p,a0)8Be sub-barrier reonance at~150 kev THM data d p a 8Be 11B n d =p  n The 150 keV resonance, due to the 16.1 MeV level of 12C, has been reproduced Courtesy of Claudio Spitaleri, INFN -LNS

Underground N.A. LUNA @ LNGS

Laboratory for Underground Nuclear Astrophysics Gran Sasso National Laboratory (LNGS) Cosmic background reduction: g: 10-6 n: 10-3 3He(3He,2p)4He d(3He,p)4He 50 KV : (1992-2001) d(p,g)3He 400 KV: (2000-2004) 14N(p,g)15O (CNO cycle)

LUNA:400 kV accelerator Umax= 50 – 400 kV I  500 A for protons I  250 A for alphas Energy spread : 72eV Total uncertainty is 300 eV between Ep = 100  400keV

Present/next-future program p + p  d + e+ + ne d + p  3He + g 3He +3He  a + 2p 3He +4He  7Be + g 7Be+e- 7Li + g +ne 7Be + p  8B + g 7Li + p  a + a 8B 2a + e++ ne 84.7 % 13.8 % 13.78 % 0.02 % pp chain 12C 13N p,g b- 13C 14N 15O b+ 15N p,a CNO cycle LUNA + ERNA

Motivations FB depends on nuclear physics and astrophysics inputs FB= FB (SSM) · s33-0.43 s34 0.84 s171 se7-1 spp-2.7 · com1.4 opa2.6 dif 0.34 lum7.2 These give flux variation with respect to the SSM calculation when the input X is changed by x = X/X(SSM) . Can learn astrophysics if nuclear physics is known well enough. Nuclear physics uncertainties, particularly on S34 , dominate over the present observational accuracy DFB/FB =7%. The foreseeable accuracy DFB/FB=3% could illuminate about solar physics if a significant improvement on S34 is obtained Source DX/X (1s) DFB/FB (1s) S33 0.06 0.03 S34 0.09 0.08 S17 0.05 ? 0.05 Se7 0.02 Spp Com Opa Dif 0.10 Lum 0.004 Courtesy of Gianni Fiorentini, INFN-Ferrara

3He(a,g)7Be 7Be+e7Li*(g) Eg =1585 keV + Ecm (DC  0); Eg = 1157 keV + Ecm (C  0.429) Eg = 429 keV Eg = 478 keV

3He(a,)7Be 7Be+e7Li*() SEATTLE 98 S34=(0.572±0.026) keV·b [5%] Adopted S34=(0.53±0.05) keV·b [9%] NACRE 99 S34=(0.54±0.09) keV·b [16%]

Summary of previous measurements M. Hass NIC8

Expected attenuation for Lead shield 1st 3rd 2nd HPGe @LUNA… Expected attenuation for 1.6 MeV gs: 10-5-10-6 (GEANT4 simulations)

@LUNA… 3He(a,g)7Be: Target chamber Movable silicon detector for I*r meas. @LUNA… Removable calorimeter cap for off-line 7Be-activity measurement

Expected counting rate Ecm [keV] counts/day 1.6 MeV 1.2 MeV BCK HpGe P = 1 mbar; I = 200 mA Gamow peak Lowest meas. point LUNA goal: a 3% precision on S(E)

@ERNA… 3He(a,g)7Be: a new detector E-TOF to measure at Ecm< 1.5 MeV Courtesy of Lucio Gialanella, INFN - Napoli

Radioactive 26Al in the Galaxy Next @ LUNA 25Mg(p,g)26Al Radioactive 26Al in the Galaxy

Motivation for 25Mg(p,g)26Al

NeNa and MgAl cycle Slowest reaction of MgAl cycle 20Ne 23Na 24Mg 27Al (p,g) (p,a) e+n 19F 28Si 27Si

Possible 26Al production sites Supernovae Novae Massive stars: AGB, Wolf-Rayet stars Novae, Supernovae Massive stars T 9 ≈ 0.05 T 9 ≈ 0.2 E p ≈ 100 keV E p ≈ 200 keV Calculations Experiments

25Mg(p,g)26Al RESONANCES LUNA Limit ? Target: pure 25Mg Beam: 500 mA Ecm [keV] Ex [keV] Reaction per day 37.5 6343.5 3.65E-08 58.0 6364.0 2.80E-01 92.6 6398.6 7.35E+01 108.5 6414.5 1.64E+01 130.4 6436.4 6.80E+01 189.9 6495.9 2.68E+05 244.3 6550.3 1.53E+06 292.3 6598.3 1.32E+07 304.4 6610.4 8.55E+12 374.5 6680.5 1.62E+13 418.2 6724.2 2.78E+13 LUNA Limit ? Iliadis, Phys. Rev.C53 (1996)

what else might be studied underground? 20Ne, 24Mg, 28Si, 32S, 36Ar, 40Ca(a,g) Supernova nucleosynthesis what else might be studied underground? 12C(a,g), 16O(a,g) Supernovae ~ He burning 14N(a,g) 18O(a,g) 22Ne(a,g) AGB stars ~ s process 14N(p,g) 17O(p,g) 17O(p,a) Red giants ~ CNO cycle 22Ne(p,g) 23Na(p,a) 24Mg(p,g) Globular clusters ~ Ne/Mg/Na cycles Courtesy of J.C. Blackmon, Physics Division, ORNL

Some selected cases at LENA Upper limit OK for LUNA: Eg > 4 MeV, I~ 300 mA Courtesy of Cristian Iliadis, Univ. of North Carolina

Some selected cases at LENA EXIT from the “Ne/Na cycle” OK for LUNA: Eg > 4 MeV, I~ 250 mA, no coincidence needed! Courtesy of Cristian Iliadis, Univ. of North Carolina

Another case: neutron source(s) for s-process LUNA range: 300 – 70 keV Ec.m. Courtesy of Michael Heil, Forschungszentrum Karlsruhe

Courtesy of Michael Wiescher, Univ. of Notre Dame

E1 and E2 are expected to be comparable at E0. Reaction Mechanism s(E0) is expected to be dominated by E1 transition due to a broad 1- state (Ex=9585 keV, Ecm=2423 keV) and to the high energy tail of the sub-threshold 1- state (Ex=7117 keV, Ecm=-45 keV). An E2 transition comes from a 2+ state (Ex=6917 keV, Ecm=-245 keV). Direct capture also plays a role. E1 and E2 are expected to be comparable at E0. Rolfs & Rodney: Cauldrons in the cosmos

12C(a,g)16O: S Factor Ouellet et al. Phy. Rev. C 54 4 (1996) 1982-1998 E1 S-Factor E2 S-Factor s(300 keV) ~ 10-8 nb s (2423 keV) ~ 40/50 nb 4 reaction/month with I ~ 1 mA !!!! Ouellet et al. Phy. Rev. C 54 4 (1996) 1982-1998 Lowest energy directly investigated: 940 keV c.m.

A new underground facility… Requirements Alpha beam: Ea = 0.2 - 3 MeV also for 22Ne(a,g), 22Ne(a,n), 40Ca(a,g) I beam ~ 1 mA DE/E ~ 10-3 – 10-4 Negligible beam induced background A new underground facility… Is it possible?

News from USA A workshop to discuss “an underground accelerator for nuclear astrophysics” , Tucson 2003-11-27/28 Courtesy of Wick Haxton, Univ. of Washington

The last idea… Data taking from 2013.... A new tunnel under Cashmere peak (Washington) a granite rock with a cover of 6421 feets (~ LNGS) Data taking from 2013.... Courtesy of Wick Haxton, Univ. of Washington

Accelerator technology: The RFQ Beam energy is fixed The RFQ provides rf longitudinal electric field for acceleration and transverse rf electric quadrupole field for focusing -ideal for acceleration of low-velocity high-current ion beams. Courtesy of Tom Wangler, LANL

Suggestion: Continuous energy variability can be provided by installing the sectioned RFQ on a DC HV platform. By providing a variable HV platform voltage with a maximum value that exceeds the voltage gain of the individual RFQ sections, it should be possible to dial up any output energy by: turning off appropriate number of downstream RFQ sections adjusting the platform HV. An RFQ design study should be carried out to answer questions such as current limits (10s of mA ), energy spread, energy variability, size, and AC power for normal-conducting and superconducting options. Courtesy of Tom Wangler, LANL

At LNGS ? Several problems…. Space required: 200 - 400 m2 Possible background induced to other experiments Budget ….