Jet Energy Scale
General description
Select the 2 leading QCD jets that are balanced in and correlate the unbalancing with a measurable variable that depend on the jet composition.
What do we learn ?
- nothing on the absolute energy scale : we can very well have a correct energy scale (in average) and a dependence wrt the jet content.
- if there is a correlation between and the jets composition, it means that :
- the calibration method calibrates well only a given type of jets (those with a high hadronic part for instance)
- this contributes to increase the spread on the jet energy measurement (how much with respect to the expected resolution ?)
Some preliminary results
On these plots we can see the correlation between E(rec)/E(truth) before and after calibration as a function of E(charged)/E(truth).
- there is a correlation (almost identical) before and after calibration : just a scale factor between E(em) and E(cal) ??
- 20 GeV, |eta|<0.7:
- 100 GeV, |eta|<0.7:
- A strange result : linearity for (Cone4H1TowerJets)
- what is this 4% shift after calibration ??
Discution on the method
The first idea was to take balanced jets and to compare their "charged" energy (total energy of all charged tracks at particle level). The main problem is that the balance is true only on average. Since in average we have also a strong correlation between and this produces the following effect that is independent on the jet calibration :
As an other try, one can correlate the relative unbalancing between jets with the relative difference of energy fraction brought by charged particles : (or which is equivalent). The main advantage is that is on average independent on .
- NB : the following cuts have been applied :
Some results
The following cuts have been applied :
- Unbalancing at truth particle level :
- Unbalancing before calibration (em scale) :
- Unbalancing after calibration :
|
slope |
Truth particle level |
~0 |
Uncalibrated jets |
-14 2 % |
Calibrated jets |
-8.0 0.9 % |
How to quantify the effect of the miscalibration
represents =. The maximum variation of this quantity is obtained when the unbalancing between the fraction of energy brought by the charged particles varies between -1 and 1. We have then slope. As a consequence, the maximum fluctuation of the reconstructed energy due to the miscalibration is : slope.
|
|
Uncalibrated jets |
56 8 % |
Calibrated jets |
32 4 % |
Is this estimate realistic ?
- Uncalibrated jets :
- Calibrated jets :
-- VincentGiangiobbe - 04 Feb 2008
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