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A case study with neutrino interaction models for Ar and CH Guang - - PowerPoint PPT Presentation
A case study with neutrino interaction models for Ar and CH Guang - - PowerPoint PPT Presentation
A case study with neutrino interaction models for Ar and CH Guang Yang 1 / 9 Motivation In order to examine the importance of CH - Build a world that in ND, Ar model does not describe the true universe. - The Ar model will tune its
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Motivation
- In order to examine the importance of CH
- Build a world that in ND, Ar model does
not describe the true universe.
- The Ar model will tune its model
parameters to match the true universe.
- Even if Ar model match the true universe
in ND, the CH measurement can tell the fact that we are in trouble.
- Look into the neutrino energy vs. Y space,
which is used in Cafana for LBL.
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Model for Ar → GENIE
Model para. Included: MvCCRES AhtBY BhtBY C12ToAr40_2p2h_sca.
- LowQ2Sup. (1pi)
FSILikeAvail E2p2h_A E2p2h_B Mnv2p2hEnhan. MvCCRES 1sigma MvCCRES 1sigma AhtBY 1 sigma AhtBY 1 sigma BhtBY 1 sigma BhtBY 1 sigma C12ToAr402p2h C12ToAr402p2h LowQ2Sup. 1 sigma LowQ2Sup 1 sigma
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Measurement → nuwro with 20% missing neu.+pro. energy
- Reco. Energy = true energy – 20% (neutron +
proton energy from nuwro)
Energy feed-down Due to missing neutron/proton E.
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Varying the model parameters to make model match the measurement
- Scan along the
parameters with +- 0.5, 1.0, 1.5 sigmas
Parameters: MvCCRES AhtBY BhtBY C12ToAr40_2p2h_sca.
- LowQ2Sup. (1pi)
FSILikeAvail E2p2h_A E2p2h_B Mnv2p2hEnhan.
- Difgerence between model and measurement
still visible: we want to fjnd a case that they match probably → need MINUIT
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Move to CH : model with GENIE
- Nominal on CH on Ar
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Apply the Ar “fjt” parameters to GENIE CH, then look into CH measure.
- The parameters only have ability to move with +-0.5, 1, 1.5
sigmas for now.
- Then look into the CH measurement : we measure the
neutron+proton well so don’t have the missing energy.
Parameters: MvCCRES AhtBY BhtBY C12ToAr40_2p2h_sca.
- LowQ2Sup. (1pi)
FSILikeAvail E2p2h_A E2p2h_B Mnv2p2hEnhan.
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Compare the “fjtted” CH model to CH measurement
- The difgerence is very difgerent from Ar, which means if we fjnd
a way to make Ar match perfect in ND, CH will still not match.
- If such a model problem cannot be found in ND, the oscillation
parameters will be in trouble if directly compare ND Ar to FD Ar.
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Next
- Try to fjnd a way to make Ar GENIE model