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Navaphon Muangma (Tai) “Hall A Meeting” June 9, 2011 E07-006 Nucleon-Nucleon Short-Range Correlation 1

E07-006 Nucleon-Nucleon Short-Range Correlation

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E07-006 Nucleon-Nucleon Short-Range Correlation. Outline. What is NN-SRC? Why is NN-SRC interesting? What has been done?. Our unique experiment. Very Preliminary Result. What is our analysis plan ? Our Installation & Preparation Pictures. What is NN-SRC?. - PowerPoint PPT Presentation

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Page 1: E07-006 Nucleon-Nucleon  Short-Range Correlation

Navaphon Muangma (Tai)“Hall A Meeting” June 9, 2011

E07-006 Nucleon-Nucleon Short-Range Correlation

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Page 2: E07-006 Nucleon-Nucleon  Short-Range Correlation

Navaphon Muangma (Tai)“Hall A Meeting” June 9, 2011

Outline

• What is NN-SRC?• Why is NN-SRC

interesting?• What has been done?

• Our unique experiment.• Very Preliminary Result.• What is our analysis

plan?

• Our Installation & Preparation Pictures.

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Navaphon Muangma (Tai)“Hall A Meeting” June 9, 2011

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What is NN-SRC?

• the phenomena are when the wave functions of the two nucleons are strongly overlapping

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Navaphon Muangma (Tai)“Hall A Meeting” June 9, 2011

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WHY SHOULD WE CARE?

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Navaphon Muangma (Tai)“Hall A Meeting” June 9, 2011

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Why is NN-SRC interesting?

• The nuclear shell model can only predict 60% of the spectral function. Long range correlation can only provide a 20% contribution. The short range correlation is believed to contribute the remaining 20%. Target Mass

SPEC

TRO

SCO

PIC

STRE

NG

TH

L. Lapikas, Nucl. Phys. A553 (1993) 297.

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Why is NN-SRC interesting?

• The measurement of nucleon momentum distributions for various nuclei yields a similar high momentum tail. Along with the shell model, the existence of NN-SRC pairs within the nuclei is believed to explain this phenomenon.

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Why is NN-SRC interesting?

• The study of the NN-SRCs within the nucleus also provides more insight into cold, dense nuclear matter such as that found in neutron stars.

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WHAT HAS BEEN DONE?

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Inclusive MeasurementCLAS A(e,e’) data

• The observed scaling means that the electrons probe the high-momentum nucleons in the 2N-SRC phase, and the scaling factors determine the per-nucleon probability of the 2N-SRC phase in nuclei with A>3 relative to 3He

K. Sh. Egiyan et al., Phys. Rev. C 68 (2003) 014313.

r(A,3He) = a2n(A)/a2n(3He)

x =Q2

2M>1.5

Q2 > 1.4 [GeV/c]2

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Result (e,e’) and (e,e’p)• 80 +/- 5% single particles moving

in an average potential– 60 – 70% independent single

particle in a shell model potential – 10 – 20% shell model long range

correlations

• 20 +/- 5% two-nucleon short-range correlations– 18% np pairs– 1% pp pairs– 1% nn pairs (from isospin symmetry)

• Less than 1% multi-nucleon correlations

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Correlated Pair Fractions from 12C R. Subedi et al., Science 320 (2008) 1476.

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OUR UNIQUE EXPERIMENT

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Customized (e,e’pN) Measurement

A pair with “large” relativemomentum between the nucleons

and small center of mass momentum

Relative to the Fermi-sea level ~ 250 MeV/c

• High Q2 to minimize MEC (1/Q2) and FSI

• x>1 to suppress isobar contributions

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Experiment E07-006 vs E01-015 Missing momentum 400 – 800 MeV/c Tensor to Repulsive

Core

E01-015 E07-006XB >1, Q2 = 2 [Gev/c]2 XB >1, Q2 = 2

[Gev/c]2

300 – 600 MeV/c 400 – 800 MeV/c

Tensor Force Tensor to Repulsive core

Target – 12C Target – 4He(Less FSI)

BigBite and HAND BigBite with MWDCsUpgraded HAND(new lead wall)

Pushing Limits of NN Potential– Long range attraction– Short range repulsion

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E07-006: 4He(e,e’pN)pn SRC• 4He Target

– Dense Nuclear Matter– Mean Feild & Exact

Calculations• Pm from 400 – 800 MeV

Pmiss [MeV/c]

4 He

pp/n

p

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VERY PRELIMINARY RESULTS

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Navaphon Muangma (Tai)“Hall A Meeting” June 9, 2011

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4He(e,e’p) TOF

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4He(e,e’pp) TOF

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4He(e,e’pn) TOF

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OUR ANALYSIS PLAN

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• Working on detectors calibration as of the moment• The study of the triple reaction 4He(e,e’pN) will provide the

ratio of the np to pp SRC-pairs in the high missing momentum region.

• The analysis of the semi- inclusive 4He(e,e’N_recoiled) will investigate the possibility of studying the NN-SRCs without detecting the forward knocked-out proton. This will improve the statistics and simplify the future experimenal design.

• The thorough examination of the cross section for A(e,e’pN), A(e,e’N_recoiled), A(e,e’p) will give an almost complete picture of the dynamics of the contribution from various reaction processes.

• The analysis should be done in two year period.

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• Spokespersons:• Shalev Gilad (MIT)• Douglas Higinbotham (JLab)• Eli Piasetzky (Tel Aviv)• Vincent Sulkosky (MIT)• John Watson (Kent State)

• Postdocs:• Aidan Kelleher (MIT)• Charles Hanretty (Uva)• Ran Shneor (Tel Aviv)

• Graduate Students:• David Anez (Saint Mary’s)• Or Chen (Tel Aviv)• Igor Korover (Tel Aviv)• Navaphon (Tai) Muangma (MIT)• Larry Selvy (Kent State)• Zhihong Ye (Uva)

Acknowledgements

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OUR INSTALLATION & PREPARATION PICTURES

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BigBite Installation

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BigBite Installation

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HAND Installation

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LEAD wall Installation

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DAQ Installation

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The END

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Suppression of Non-SRC Two Body Effects

• High Q2 to minimize MEC (1/Q2) and FSI • x>1 to suppress isobar contributions

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Jefferson Lab’s Hall A