IDEA for a measurement of the Pion Structure

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IDEA for a measurement of the Pion Structure Function using BONUS r. TPC, SBS,

IDEA for a measurement of the Pion Structure Function using BONUS r. TPC, SBS, Big. Bite, LAC in Hall A

Motivation in a Nutshell • Pion is the simplest hadron with only two valence

Motivation in a Nutshell • Pion is the simplest hadron with only two valence quarks. – • Knowledge of the pion structure function is very limited due to the lack of stable pion target. – – • theory predictions, QCD testing ground some Drell-Yan data at large x and HERA, ZEUS data at low x compare to 5+ orders of magnitude in x, Q 2 measurements of nucleon structure function at DESY, SLAC, NMC, BCDMS, JLab, …. Many questions, for instance what is the origin of the d(bar) – u(bar) flavor asymmetry? – asymmetry in anti-quarks generated from pion valence distribution? • The pion exchange (Sullivan) process can be used to measure the pion structure function. • The JLab 12 Ge. V upgrade allows phase space for |t| <0. 2, Q 2 > 1 and Mx>1. 0 and enables us to measure the pion structure function in the valence and intermediate xp region.

Pion Exchange (Sullivan) Process – DIS from the pion cloud of the nucleon |t|

Pion Exchange (Sullivan) Process – DIS from the pion cloud of the nucleon |t| has to be small to enhance contribution from Sullivan process.

Think about both hydrogen and deuterium p(e, e’p)X n(e, e’p)X • Charged pion exchange

Think about both hydrogen and deuterium p(e, e’p)X n(e, e’p)X • Charged pion exchange has less background from Pomeron and Reggeon processes. • The p+N cloud doubles p 0 N cloud in the proton. Regge approach: a=0. 105, b=0. 015 Nikolaev et al. , PRD 60(1999)014004 Chiral approach: a=0. 24, b=0. 12 Thomas, Melnitchouk & Steffens, PRL 85(2000)2892

So, what to measure…? . . . Inclusive DIS from a pion target detect

So, what to measure…? . . . Inclusive DIS from a pion target detect scattered electron DIS event – reconstruct missing mass W of undetected recoiling hadronic system want charged pion target (undetected) need fluctuating nucleon to be a neutron……. …. . for detected nucleon to be a proton p neutron in deuteron target p detected spectator proton tags neutron target (BONUS experiment technique) detecting two protons with common vertex in coincidence tags pion target!

First, how to detect high E electrons (so as to get to high W,

First, how to detect high E electrons (so as to get to high W, Q 2 DIS kinematics)?

LAC Slide from L. Weinstein Hall A Collaboration talk, more on SBS from Bogdan

LAC Slide from L. Weinstein Hall A Collaboration talk, more on SBS from Bogdan

We now have this detector, recovered from CLAS 6

We now have this detector, recovered from CLAS 6

Can also use Big. Bite for additional electron detection Next, how to detect protons?

Can also use Big. Bite for additional electron detection Next, how to detect protons?

How to identify fluctuating nucleon? ? Ge. V/c ~100 Me. V/c • Want low

How to identify fluctuating nucleon? ? Ge. V/c ~100 Me. V/c • Want low momentum protons – closer to low t, pion pole • Difficult to detect! • Measure range in momentum to extrapolate possibly? • Best to measure range and at low momentum Plot from E. Christy

BONUS was a Standard Inclusive Fixed Deuterium Target Electron Scattering Experiment, with a Tagged

BONUS was a Standard Inclusive Fixed Deuterium Target Electron Scattering Experiment, with a Tagged Spectator Proton to Ensure the Electron Scattered from the Neutron -Suggest use this approach! Spectator Proton Detector Features • Low momentum spectator must escape target – Thin deuterium target – Low density detector media – Minimal insensitive material • Large acceptance – Backward angles important – Symmetric about the target • Detector sensitive to spectators, insensitive to background

The BONUS approach to create neutron target Within the nuclear impulse approximation. The virtual

The BONUS approach to create neutron target Within the nuclear impulse approximation. The virtual photon interacts with the neutron on a short enough time scale that the proton doesn’t know what happened. The spectator continues on unperturbed w/ momentum ps = -p X F 2 n(eff) γ*(q) n(p) d(pd) p(ps) S Bo. Nu. S Region We focus on VIPs (Very Important Protons) where Rn > 99%

BONUS Radial TPC Design using Cylindrical Gas Electron Multipliers 140 µm ~50 µm 7.

BONUS Radial TPC Design using Cylindrical Gas Electron Multipliers 140 µm ~50 µm 7. 5 atm φ, z from pads, r from time 3 cm He d. E/dx from charge along track (particle ID) 3 cm Helium/DME at 80/20 ratio Stagger pads in z to improve theta angle reconstruction

BONUS in CLAS Bo. Nu. S Solenoid Magnet

BONUS in CLAS Bo. Nu. S Solenoid Magnet

Unlike BONUS, though…. • Need range of electron angles solenoid in the way New

Unlike BONUS, though…. • Need range of electron angles solenoid in the way New magnet or magnet design (Bogdan)? • Also…need forward angle, low p proton detection

Move target upstream forward proton detection, or make full r. TPC length target? Thinner-walled

Move target upstream forward proton detection, or make full r. TPC length target? Thinner-walled straw target also possible Perhaps increase drift region for improved momentum resolution – or improved GEM readout may accomplish this already?

CLAS 12 has much larger acceptance – we will need higher current! – instrument

CLAS 12 has much larger acceptance – we will need higher current! – instrument to get beam through straw (Arne guesstimates 3 mm over 20 cm OK) - collimate BUT, one potential major plus using SBS++ as compared to CLAS 12…. (besides running a lot earlier)…

Move Hadron Calorimeter to different angle – use for r. TPC calibration, facilitate real

Move Hadron Calorimeter to different angle – use for r. TPC calibration, facilitate real cross section measurement HCAL on separate, moveable stand – here replaced in SBS by LAC – move and use for elastic neutron detection! 10/13/2011 • Deuterium target in r. TPC • Electron-neutron elastic scattering • Electron detected in SBS or Big. Bite • Neutron detected in HCAL • There MUST be a spectator proton! So…… • Measure r. TPC (spatial) efficiency • Maybe also momentum calibration • Neutron form factor free 18

Other (potential) pluses • Actually get F 2 n/F 2 p for free if

Other (potential) pluses • Actually get F 2 n/F 2 p for free if make full length target for deuterium run – Pion structure function requires one forward angle + one backward angle proton – F 2 n requires just one backward angle proton – Maps Sullivan contribution to F 2 n • Raising current might mean don’t need 7. 5 atm target –> maybe push down minimum momentum measureable in r. TPC, get closer to pole!

Conclusion: Lots of work to do, but this could be an exciting program for

Conclusion: Lots of work to do, but this could be an exciting program for SBS: • Deuteron target pi- structure function • Proton target pi 0 structure function • Deuteron target F 2 n • Detect also pion to measure pion form factor at pole (excellent complement to Hall C L/T) • DVCS (detecting proton in coincidence should remove ~15% background from (e, e’D)g, (e, e’p)g, …) • Helium target SRC experiments? • Look for Lambda -> p pi- decay to measure p -> K+ Lambda kaon cloud of the nucleon? ?

Other Useful Slides

Other Useful Slides

Pion Structure Function Pion structure function is not well measured, although pion is the

Pion Structure Function Pion structure function is not well measured, although pion is the simplest hadron with only two valence 2 FThe xp->1 behavior of (1 -x data differs from in p. QCD prediction of (1 quarks. . would like, for instance range x, Q p) in Drell-Yan xp)2. The xp->1 behavior of (1 -xp) in Drell-Yan data differs from p. QCD prediction of (1 -xp)2.

Pion Structure Measurement at HERA Similar results from ZEUS Very small xp 23

Pion Structure Measurement at HERA Similar results from ZEUS Very small xp 23

Need Low Momentum AND Large Angle for Spectator e p n Detect very important

Need Low Momentum AND Large Angle for Spectator e p n Detect very important low momentum protons. If the proton is also going backwards in the lab frame it is almost guaranteed to be only a spectator. e ambiguous e- n p e n e- p Backward angle Spectator proton = Neutron target

Geant 4 Energy Resolution Studies from G. Franklin SBS Collaboration talk ¼ signal thresh.

Geant 4 Energy Resolution Studies from G. Franklin SBS Collaboration talk ¼ signal thresh. ½ signal thresh. Energy 2. 5 Ge. V 5. 0 Ge. V 7. 5 Ge. V 10. 0 Ge. V Resolution: ¾/E 48% 31% 27% 22% Efficiency at ¼ mean signal: Neutrons 97. 3% 99. 2% 99. 1% Efficiency at ¼ mean signal: Protons 98. 8% 99. 6% 99. 4% 99. 0% 25