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Disentangling the EMC effect ? Disentangling the EMC effect ?

Disentangling the EMC effect ? - PowerPoint Presentation

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Disentangling the EMC effect ? - PPT Presentation

Eli Piasetzky Tel Aviv University Israel The EMC effect is 30 years old Deep Inelastic Scattering DIS E E q nucleon Final state Hadrons W 2 Incident lepton E E 5500 GeV ID: 263542

src emc effect nucleon emc src nucleon effect nucleons dis free large momentum data phys rev deuteron high imc slac jlab ratio

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Slide1

Disentangling the EMC effect ?

Eli Piasetzky

Tel Aviv University, Israel

The EMC effect is 30 years oldSlide2

Deep Inelastic Scattering (DIS)

E

E`

(

,

q

)

nucleon

Final state Hadrons

W

2

Incident lepton

E, E’ 5-500 GeV

Q

2

5-50 GeV

2

w

2

>4 GeV

2

0 ≤ X

B

≤ 1

x

B

gives the fraction of nucleon momentum carried by the struck parton

Information about nucleon vertex is contained in F

1

(x,Q

2

) and F

2

(x,Q

2

), the unpolarized structure functions

scattered lepton

Electrons, muons, neutrinos

SLAC, CERN, HERA, FNAL, JLABSlide3

DIS scale: several tens of GeV

Nucleons

Nucleon in nuclei are bound by ~MeV

(My) Naive expectations :

DIS off a bound nucleon

=

DIS off a free nucleon

(Except for small Fermi momentum corrections)

DIS off a deuteron

=

DIS off a free proton neutron pair

Deuteron: binding energy ~2 MeV

Nucleons

Average nucleons separation ~2 fm Slide4

The European Muon Collaboration (EMC) effect

per nucleon in nuclei

per nucleon in deuteron

30 years oldSlide5

The European Muon Collaboration (EMC) effect

per nucleon in nuclei

per nucleon in deuteron

Questions :

DIS off a bound nucleon ≠ DIS off a free nucleon?

?

Is there an ‘EMC effect’ in Deuterium ?

A bound nucleon ≠ A free nucleon?

?Slide6

SLAC E139

Data from CERN SLAC JLab

1983- 2009

EMC collaboration, Aubert et al. PL B 123,275 (1983)

SLAC Gomez et al., Phys Rev. D49,4348 (1994)

A review of data collected during first decade, Arneodo, Phys. Rep. 240,301(1994)Slide7

J. Seely et al. PRL 103, 202301 (2009)

JLab / Hall C

EMC is a

not a bulk property of nuclear mediumSlide8

x

B

gives the fraction of nucleon momentum carried by the struck parton

Deep Inelastic Scattering (DIS)

E

E`

(

,

q

)

nucleon

Final state Hadrons

W

2

Incident lepton

scattered lepton

Nucleons

E

E`

(

,

q

)

nucleus

Incident lepton

scattered lepton

x

B

counts the number of nucleons involved

2N-SRC

3N-SRC

Inclusive electron scattering A(

e,e

’)

-->

scaling

Hard knockout reaction

-->

Counting the number of SRC clusters in nucleiSlide9

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

3

He.

K. Sh. Egiyan et al. PRL. 96, 082501 (2006)

The probabilities for 3-nucleon SRC are smaller by one order of magnitude relative to the 2N SRC.

JLab. CLAS A(e,e') Result

K. Sh. Egiyan et al. PRC 68, 014313 (2003)

For

12

C 2N-SRC (np, pp, nn) = 20 ± 4.5%.

More r(A,d) data:

SLAC D. Day et al. PRL 59,427(1987)

JLab. Hall C E02-019Slide10

New Results from JLab Hall C (E02-019)

a

2N

(

A/d

)

Q

2

=2.5GeV

2

N. Fomin et al. Phys. Rev. Lett. 108:092502, 2012. Slide11

also

Ciofi and Alvioli PRL 100, 162503 (2008).

Sargsian, Abrahamyan, Strikman, Frankfurt PR C71 044615 (2005).

SRC ~R

N

LRC ~R

ASlide12

A(e,e’)

Inclusive electron scattering A(

e,e

’) Slide13

:

EMC

slope

SRC

scaling factor

Comparing magnitude of EMC effect and SRC scaling factors

Frankfurt, Strikman, Day, Sargsyan,

Phys. Rev. C48 (1993) 2451.

Q

2

=2.3 GeV/c

2

Gomez et al., Phys. Rev. D49, 4348 (1983).

Q

2

=2, 5, 10, 15 GeV/c

2

(averaged)

SLAC data:Slide14

Scaling factors X

B

≥ 1.4

Slopes 0.35 ≤ X

B

≤ 0.7Slide15

PRL 106, 052301 (2011), also

PRC 85 047301 (2012)

SRC

EMCSlide16

Where is the EMC effect ?

Mean field

SRC

np

pp

nn

SRC ~R

NSlide17

SRC=0 free nucleons

A

EMC

SRC

0.975

0.079±0.06

Deuteron is not a free np pair

The slopes for

0.35 ≤ X

B

≤ 0.7

Conclusions:

EMC

(ratio to deuterium)

IMC

(

ratio to free (unbound) pn pair)

IMC-

I

n-

M

edium

C

orrection

One should not neglect the IMC effect using deuteron and proton data to extract free neutron propertiesSlide18
Slide19

The

free

neutron structure function

Compared to

CTEQ calculations

SLAC Data,

CT10W

-

Preliminary calculation by :H. l. Lai, P. Nadolsky, J. Pumplin, .P.Yuan

SLAC Data,

JPG 36(2009)205005

.Slide20

The IMC (at a 90% C.L.):

d/u ratio for x->1

0.23±0.09.

Nucleon Model

F

2

n

/F

2

p

d/u

SU(6)

2/3

1/2

Scalar

diquark

1/4

0

pQCD

(p↑ q↑)

3/7

1/5

O. Hen et al. PRD 84 (2011) 117501

INC constrained d/u x-->1 ratioSlide21

New data strengthen the connection between Short Range Correlations and the EMC effect.

O. Hen

,

E.

Piasetzky, (Tel Aviv U.

) , L.B. Weinstein, (Old Dominion U.

) . Feb 2012.]Phys. Rev. C85 (2012) 047301

Robustness

0.7 IMC

1.25 IMCSlide22

Models and interpretations

(Theoreticans can wave their hands even faster)

Data and phenomenological hand wavingSlide23

The European Muon Collaboration (EMC) effect

30 years old

Well established measured effect

with no consensus as to its originSlide24

Models of the EMC effect

bound N ≠ free N

Nucleus ≠nucleons

Binding effects

Fermi motion

Pions

Vector mesons

∆s

Multiquak clusters

‘Photons’

Rare configurations

Global changes

M*≠M

R*≠R

Dynamical rescaling

Confinement changes

Quark w,f. modification

in mean field

Suppression

of PLC

Gessman, Saito,Thomas, Annu. Rev. Nucl. Part. Sci.

45:337

(1995).

P.R. Norton , Rep Prog. 66 (2003).

Frankfurt and Strikman (2012)

review papers:

Drell

-Yan data Slide25

Missing strength

Spectroscopic factors

(e,

e’p

)

L.

Lapikas

,

Nucl

. Phys. A553, 297c (1993)

Scaling of the A(

e,e

’) x>1

Electron or proton

Triple coincidence

Adapted from

Ciofi degli Atti

SRC ~R

N

LRC ~R

ASlide26

Mean field

SRC

np

pp

nn

The EMC effect is related to the SRC nucleons in nuclei

EMC effect does not occur (or is very small) for mean field nucleons

The SRC nucleons in nuclei are associated with

high local matter density, large momentum, large off shell, large

virtuality

( ).

The EMC effect is associated with

high local matter density, large momentum, large off shell, large virtuality ( ). Slide27

Any connection to possible nucleons modification at large virtuality ?

Quasi-elastic vs. DIS

‘our’ virtuality is much larger 0.2-0.5Slide28

SRC=0 free nucleons

A

SRC

Hypothesis can be checked by measuring DIS off Deuteron

tagged with high momentum recoil nucleon

0.975

0.079±0.06

EMC

large

effectSlide29

Spectator Tagging:

Selects DIS off high momentum

(high virtuality) nucleons

2. cross sections ratio

Minimize experimental

and theoretical

uncertainties

No ‘EMC effect ‘ is expected

R

FSI

is the FSI correction factor

12

GeV

JLab

approved Proposal PR12-11-107Slide30

Summary

After 30 years the EMC effect is well established measured effect

with no consensus as to its origin.

SRC and EMC are linearly correlated.

Based on this correlation, we claim an ‘EMC like’ (IMC) effectalso in deuteron, which impacts extraction of free neutron SF

and proton d/u ratio at large x.

An experiment was approved at JLab to measure the ratio of F2 for highly virtual nucleons to F

2

for free nucleons in deuterium.

We predict a large IMC effect in the deuteron, if the DIS is tagged by a high momentum recoil spectator.

We suggest that this correlation occurs because both phenomena are related to high-momentum (large virtuality) nucleons.Slide31

Acknowledgment

Phys. Rev. Lett. 106, 052301 (2011)

Phys. Rev. C85 047301 (2012).

Phys. Rev. D84 117501 (2011).Slide32

I would like to thank the organizers for the invitation