Today's Progress 17. May. 2006

Re-consideration of the TOF analysis procedure.

The scheme of the E549 TOF analysis

From now, the TOF analysis will be performed stepwise in the following order:

1. PA-PB TOF analysis with (stop K^+,X) run (136~141)

-> (stop K^+,mu/pi^+) spectrum by PA-PB is the goal of the step. This will be the basis of the all following steps.

1'. PA-PB TOF analysis with (stop K^-,p)

-> The pulse height-time residual correlation is studied up to proton full stop ADC value. PA-PB TOF analysis is then completed.

2. T0-PA(T0-T0) TOF analysis with (pi^-,X) run (292)

-> PA-T0 TOF study is the goal of the step. When possible error has been found on PA, then go back to 1 adopting the suggested correction. Otherwise, T0/PA/PB are completely understood at least for fast particles.

2'. T0-PA(T0-T0) TOF analysis with (stop K^-,X) run

-> PA-T0 TOF study is the goal of the step. T0 energy deposit is now larger, hence T0 performance/Kaon flight time validity/ stopped K^- selection are studied.

3. PA-NT TOF analysis with (stop K^+,X) run (136~141)

-> (stop K^+,pi^+)/(pi^-,p) spectra by PA-NT are the goal of the step. Here NT is tuned with fast charged particles with respect to PA wall. When the step is completed, we should have all detector-by-detector time offsets and correction functions required, at least for fast particles.

4. T0-NT TOF analysis with (stop K^-,gamma) run (production)

-> (stop K^-,gamma) spectra by T0-NT is the goal of the step. Here we check whether or not the investigated correction functions/offsets are valid.

Only after those 4 steps are completed, the (stop K^-, N) spectra can be safely discussed, though, we do need more about a systematic way to correct the time walk of detectors. It is exculsively discussed after all kinds of TOF combination have been enabled.

Re-consideration of the method of the slewing correction

Now, slewing correction is performed by newly-developed manner.

  • phL and phR (strongly-correlated each other) -> sqrt(phL*phR) and xi (nearly independent)
  • muon cut time residual VS delta E slewing correction energy part y vs time residual after energy correction y vs correction function (xi part)