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E158 Collaboration Meeting JLab June, 2004 Waled Emam Syracuse University. Run III Final Moller Results. Outline. Data (2003 & 2004) Moller Detector Results Monopole Asymmetry Azimuthal Dependence in Moller Detector Beam Corrections First-Order Beam Systematics Beam False Asymmetries
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E158 Collaboration Meeting JLab June, 2004 Waled Emam Syracuse University Run III Final Moller Results
Outline • Data (2003 & 2004) • Moller Detector Results • Monopole Asymmetry • Azimuthal Dependence in Moller Detector • Beam Corrections • First-Order Beam Systematics • Beam False Asymmetries • Comparing Regression and Dithering
- 37 Slugs: 15 Slugs at 45 GeV 22 Slugs at 48 GeV - Number of runs is 1010. - Number of Events is 154.5 MP - For the resluts shown in this talk : MollerEstat weights Moller = IN + MID + OUT Blinded Data (2003 & 2004) Yury reprocessed the data in April 2004. He made significant changes in the way that some cuts are applied. This led to significant changes in the Moller asymmetry value.
Shown difference in number of events & RMS for the two data sets of 2003 and 2004* * 2003 refers to the data processing that took place in Dec. 2003 while 2004 refers to the reprocessing that took place in Apr. 2004
Shown Moller asymmetry for the two data sets of 2003 and 2004*
Monopole Asymmetry Grand Moller asymmetry per slug & per run. Grand Asymmetry = 17.7 +/- 14.9 ppb Total Correction = 2.9 +/- 38.4 ppb Chi^2= 41/36
Energy & HWP comparisons for each ring
Azimuthal Dependence in Moller Detector Shown is the azimuthal asymmetry per channel for the Moller detector rings using the longitudinal 48GeV & 45GeV data in Run III
IN dipole
MID dipole
OUT dipole
Beam Corrections Beam corrections per slug Total beam asymmetries & slopes & correctins
Beam slopes per slug Beam asymmetries per slug
Beam corrections per ring Q dX X dY E Y
Monopole & Dipole corrections per ring
First-Order Systematics Error = Corr. * Suppression The total error is the quadratic sum of all above errors How did we get this ?
How did we get 2.58 % suppression factor on energy E ? 1- We first calculate the following ratio per slug for E: 2- Plot the above value verses slug number 3- Take the error on the above average from the plot the average. This is the suppression factor on E. 4- Similarly we calculated the other suppression factors. 0,1 refer to the two timeslots
The timeslot analysis is so powerful! Timeslot analysis The biggest suppression occurs for Energy
Beam False Asymmetries Error = Slope. * Suppression The total error is the direct sum of all above errors How did we get this ?
How did we get 36.0 % suppression factor on angle X ? 1- We first calculate the following quantity for angle X: 2- Take the error on the above value. This is the suppression factor on angle X. 3- Similarly we calculated the other suppression factors. C1, C2 refer to the calibration constants X_agr is the BPM agreement on angle X. Systematic error on beam false asymmetry is less than 1 ppb.
Comparing Regression with Dithering Difference between regression and dithering is ~1 ppb.
Moller grand asymmetries for dithering and regression
Conclusion • Total of 154.51 MPafter cuts. • Considering the regression set, the blinded Moller asymmetry is 17.7 +/- 14.9ppb with total correction 2.9 +/- 38.4ppb. • Considering the dithering & regression set, the blinded Moller asymmetry is 16.8 +/- 15.7 ppb and 15.8 +/- 15.1 ppb respectively with a difference ~1 ppb. • The First-Order Beam Systematic error is: 1.15 ppb for regression. • Less than 1 ppb systematic error due to false beam asymmetry.