C x and C x for K + Λ and K + S o Photo-production

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C x and C x for K + Λ and K + o Photo-production R. Bradford Department of Physics and Astronomy, University of Rochester R. Schumacher Department of Physics and Astronomy, Carnegie Mellon University for the CLAS Collaboration

description

C x and C x for K + Λ and K + S o Photo-production. R. Bradford Department of Physics and Astronomy, University of Rochester R. Schumacher Department of Physics and Astronomy, Carnegie Mellon University for the CLAS Collaboration. Overview. What are C x and C z ? - PowerPoint PPT Presentation

Transcript of C x and C x for K + Λ and K + S o Photo-production

Page 1: C x  and C x  for K + Λ  and K + S o  Photo-production

Cx and Cx for K+Λ and K+o Photo-production

R. Bradford Department of Physics and Astronomy, University of

Rochester

R. SchumacherDepartment of Physics and Astronomy, Carnegie

Mellon University

for the CLAS Collaboration

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Overview

What are Cx and Cz? Experimental Setup/Jefferson Lab Overview of measurement/analysis

techniques Results for K+Λ and K+o

comparison with available models

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What are Cx and Cz?

Measure polarization transfer from to Y in the production plane, along “z” or “x”

p

K+

Y

KCM

In CM frame:

Z

X

y

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Our data came from Jlab...

Tagged beam on LH2 target.

2.4 and 3.1 GeV endpoint energies.

Polarization ~ 65%.

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The CLAS Detector in Hall B

Electromagnetic calorimetersLead/scintillator, 1296 photomultipliers

Gas Cherenkov counterse/ separation, 256 PMTs

Time-of-flight countersplastic scintillators, 684 photomultipliers

Drift chambersargon/CO2 gas, 35,000 cells

CEBAF Large Acceptance SpectrometerTorus magnet

6 superconducting coils

Liquid H2 target +

start counter; e minitorus

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An advertisement...

This analysis has also produced differential cross section measurements.

See nucl/ex0509033

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Analysis Strategy

Extract Cx and Cz using beam helicity asymmetry, Ax/z:

Nx/z± = helicity-dependent yield

eff = Effective weak decay asymmetry = 0.642 for , -0.165 for o. = photon beam polarization

No acceptance correction necessary!!

pzxeffzxzx

zxzxpzx C

NN

NNA coscos /

//

///

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Analysis Details

For both channels, detect K+p.

or o hyperon recreated from p(,K+)X missing mass.

Yield extracted with fit. Construct helicity

asymmetries Extract slope from linear fit.

cos(θp)

Bea

m H

elic

ity A

sym

met

ry

-

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Photon Polarization Determination

Polarization of e- beam measured with Moller Polarimeter.

Polarization of beam calculated using the Maximon and Olson relation (See: L.C. Maximon and H. Olson, Phys Rev 114, 887 (1959).

P/

Pe

Rat

io

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Results

Models: F.X.Lee et al, Nucl Phys A 695, 237, 2001; S. Janssen, PhD Thesis, Univ. of Gent, 2001

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Mid-Angles

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Mid-Angles

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Mid-Forward

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Foward Angles

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o: Backward angles

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o: Mid angles

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o: Forward angles

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Summary...

We have made first measurements of Cx and Cz for p→K+ and p→K+o.

The recoil is shown to be almost maximally polarized along the direction of the incident polarization.

The recoiling o has nonzero polarization, but with no preferred direction.

A paper is in the works....

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Supplemental Slides

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A note about o:

We study o through its decay to . This results to changes in the effective value of the weak decay asymmetry parameter.

768.03

1eff

Dillution to decay of o.

Correction related to reference frame

weak decay asymmetry parameter = 0.642

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A note about o, cont’d:

Source: R.A. Schumacher, et al. Proton angular distribution in the o rest frame. CLAS-Note 2005-013. Posted at:

http://www1.jlab.org/ul/Physics/Hall%2DB/clas/analysisIndex.cfm?note_year=2005