D. Mark Manley Kent State University Kent, OH 44242 USA EIC Workshop:

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1 Consequences for Future Multichannel Analyses of Electromagnetic Scattering Data if a Hadronic Beam Facility is not Built D. Mark Manley Kent State University Kent, OH 44242 USA EIC Workshop: Physics with Secondary Hadron Beams in the 21 st Century GWU, Ashburn, VA April 7, 2012

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Consequences for Future Multichannel Analyses of Electromagnetic Scattering Data if a Hadronic Beam Facility is not Built. D. Mark Manley Kent State University Kent, OH 44242 USA EIC Workshop: Physics with Secondary Hadron Beams in the 21 st Century GWU, Ashburn, VA April 7, 2012. - PowerPoint PPT Presentation

Transcript of D. Mark Manley Kent State University Kent, OH 44242 USA EIC Workshop:

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Consequences for Future Multichannel Analyses of Electromagnetic Scattering Data

if a Hadronic Beam Facility is not Built

D. Mark Manley

Kent State University

Kent, OH 44242 USA

EIC Workshop:

Physics with Secondary Hadron Beams in the 21st Century

GWU, Ashburn, VA

April 7, 2012

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Outline

Introduction Experimental issues - review of hadronic data for ππN,

ηN, and KΛ channels Ambiguities in multichannel PWAs Other channels – KΣ, ωN, etc. Summary

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Introduction: Baryons as 3-Quark States

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Introduction (cont’d) One goal of studying N* resonances is to

distinguish between different models. Important to learn about the different decay

modes of a resonance in addition to identifying its basic properties (JP, mass, width).

Certain experiments provide unique info about resonance decay properties. For example, the helicity couplings A1/2 and A3/2 for γp and γn decays come only from meson photoproduction measurements.

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Introduction (cont’d) The helicity couplings in turn are normally extracted from

the full energy-dependent multipole amplitudes. Until recently, the only available multipole amplitudes

were for single pion photoproduction. (The Bonn-Gatchina group now has multipole solutions for ηp, K+Λ, K+Σ0, and K0Σ+.)

A determination of A1/2 and A3/2 from meson photoproduction requires knowledge of the corresponding hadronic couplings. (Photoproduction alone determines only the product of couplings to the γN and hadronic channels.)

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Experimental Issues Most modern experimental efforts focus on

photoproduction or electroproduction experiments – needed are high-precision complementary measurements with hadron beams (pions and kaons)

Partial-wave analyses are best way to determine N* properties – Multichannel approaches can help resolve inconsistencies

New measurements with polarized photon beams and polarized targets should help reduce ambiguities in competing PWA solutions

An unresolved issue is that of the missing resonances and hybrid baryons.

A quick check of the PDG listings reveals that resonance parameters of many established states are not well determined.

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ππN Channels

Most of the 3- and 4-star resonances in the PDG listings were determined primarily from PWAs of πN→πN data.

Many of these states have large decay branching ratios to ππN channels.

A complete analysis of γN→ππN ideally would require fitting all data obtained with both pion and photon beams.

Unfortunately the lack of hadronic data (next slide) makes such a task very difficult and leads to ambiguous results for the pole positions.

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Available Bubble-Chamber Data for πN→ππN

Our knowledge of πΔ, ρN, and other quasi-two-body ππN channels comes mainly from isobar-model analyses of πN→ππN.

Only 241K events available below 2 GeV c.m. energy.

A new proposal to measure these reactions with high precision is being developed for J-PARC.*

*Ken Hicks – private communication

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Available data for π-p→ηn and π-p→K0Λ

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Typical dσ/dΩ data for π-p→ηn

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Typical Polarization data for π-p→ηn

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Cross Section for π-p→ηn

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Properties of the S11(1535) Resonance

S11(1535) is unique in having large decay branch to ηN.

A1/2=0.060 ± 0.015 GeV-1/2

from γp→N.

A1/2=0.120 ± 0.011 ± 0.015 GeV-1/2 from γp→ηp.

Needs coupled-channel analysis to obtain consistent results. Total cross section for -p→ηn based on η→2γ decay. The dashed

line indicates the η production threshold at p=685 MeV/c.

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Spin-Rotation data for π-p→K0Λ

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Update on PWA for π-p→K0Λ At PWA 2011 last May, I presented new KSU solution for

π-p→K0Λ. That solution did not include spin-rotation data (β) in the

fit. The predicted values of tanβ agreed well with data, but

values of β approached ±π at forward and backward angles, rather than 0 as required.

This necessitated the new fit whose results are shown in this talk.

Moral of story: ambiguities in PWAs can result without different types of observables to constrain the solutions. Thus, new measurements with hadronic beams are needed.

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Cross Section for π-p→K0Λ

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Other channels

Other decay channels are also of interest. For example, a number of new experiments are looking at photoproduction of KΣ channels that, unlike ηN and KΛ, involve a mixture of isospin 1/2 and 3/2 amplitudes. Past PWAs of πN→KΣ have been plagued by ambiguous solutions, which will make a clear interpretation of KΣ photoproduction data difficult.

Isospin-selective channels such as ωN are important for an understanding of N* resonances, but no reliable PWA of πN→ωN has been done due to inadequate data and to the large number of amplitudes needed to describe vector-meson production.

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Other channels (cont’d)

The decays of Δ* resonances into pure I=3/2 ηΔ and ωΔ channels are almost completely unexplored. Such channels offer the potential to reveal “missing resonances”.

One can study ηΔ decays using γp→π+π-p to select on γp→π-Δ++ and γp→π+Δ0.

A complementary measurement would be π-p→π0ηn or π+p→π+ηp.

Virtually nothing is known about resonances that decay into η'N or η'Δ and these should also be studied using both electromagnetic and hadronic probes.

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Summary

Many new data are becoming available from JLab, Mainz, Bonn, Graal, BES, etc.

Spin observables will help constrain PWAs. High-precision hadronic data are needed to help interpret

the data from electromagnetic facilities. Multichannel PWAs are needed to obtain consistent

results. Ambiguous and imprecise partial-wave amplitudes and

resonance parameters will result unless hadronic data with similar precision to modern electromagnetic data are measured.

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Acknowledgments This work was supported in part by DOE Grant No.

DE-FG02-01ER41194. Thanks to Igor Strakovsky for inviting me to this

workshop.