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Goals of DISparity

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Benefits from increase in x to increase ratio to falling ... 1H Rates. 6 GeV. 8 GeV. 11 GeV. 140 kHz. 50 kHz. 16 kHz. 2% over. reasonable. x range. 30 DAYS ... – PowerPoint PPT presentation

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Title: Goals of DISparity


1
Goals of DIS-parity
  • d/u at high x (proton)
  • Requires information on HT
  • The higher x, the better.
  • MAD requires 100 days for high x point
  • Standard Model (deuteron)
  • Requires information on HT, CSV
  • Benefits from increase in Q2,W2 to reduce HT
  • Charge symmetry violation (deuteron)
  • Requires information on HT
  • Benefits from increase in Q2,W2 to reduce HT
  • Benefits from increase in x to increase ratio to
    falling valance quark pdf.
  • Higher Twist (proton, deuteron)
  • Requires large Q2 range at fixed, moderate x

These requirements suggest the need for large
scattering angles, but then the rate drops too
low to be feasible with Medium acceptance
2
A Large Acceptance Detector
  • Solid angle gt 200 msr
  • Count at 100 kHz
  • pion rejection of 102 to 103
  • CW 100 µA at 11 GeV
  • 20 to 40 cm liquid H2 and D2 targets
  • Luminosity gt 1038/cm2/s

3
0.6 lt y lt 0.8
Except E above 3.5 GeV not useful
20o lt q lt 40o
Assumed 50 azimuthal coverage
4
  • 2 to 3.5 GeV scattered electrons
  • 20 to 40 degrees
  • Factor of 2 in Q2 range at moderate x
  • High statistics at x0.7, with Wgt2

5
Cut on 0.6ltylt0.8
  • Large range in Q2 for HT study
  • High x (gt0.7) accessible with W2gt4
  • Large acceptance allows feasible runtime
    requests
  • p/e ratio is not extreme

6
2D Rates
30 DAYS
20 kHz
11 GeV
1.3
70 kHz
8 GeV
1.3
200 kHz
6 GeV
1.5
7
1H Rates
30 DAYS
16 kHz
11 GeV
50 kHz
8 GeV
140 kHz
6 GeV
2 over reasonable x range
8
d/u precision estimate
  • 30 days with the proposed detectors at estimated
    rates (25-35o)
  • (assumed
  • 1 systematic,
  • 78 polarization,
  • 20 cm target)

9
next steps
  • Explore magnet designs
  • Explore detector options
  • Develop more realistic estimates of rates and
    kinematics
  • Continue to build physics case
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