NSI with ANT ARES data
- N. R. Khan Chowdhury, T
arak Thakore
12th Dec. 2019 | N. R. Khan Chowdhury | Weekly Meeting | IFIC |
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NSI with ANT ARES data N. R. Khan Chowdhury, T arak Thakore 1 - - PowerPoint PPT Presentation
NSI with ANT ARES data N. R. Khan Chowdhury, T arak Thakore 1 12th Dec. 2019 | N. R. Khan Chowdhury | Weekly Meeting | IFIC | ANT ARES Data ARES (2007-2016) dataset containing CC- events has been used in The official 10 years ANT
12th Dec. 2019 | N. R. Khan Chowdhury | Weekly Meeting | IFIC |
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The official 10 years ANT ARES (2007-2016) dataset containing CC-Ξ½π events has been used in this analysis. Binning: 8 Bins in log(E) Ο΅ [ 1.2, 2] times 17 Bins in cosΞΈ Ο΅ [ 0.15, 1]. Underflow bin accounting for events with log(E) < 1.2 is not accounted anymore. log likelihood function: 2
β2logβold = 2β
i,j
[NMC
i,j β Ndata i,j
. logNMC
i,j ] + syst .
β2logβnew = 2β
i,j
[NMC
i,j β Ndata i,j
+ Ndata
i,j
. log Ndata
i,j
NMC
i,j ] + syst . 12th Dec. 2019 | N. R. Khan Chowdhury | Weekly Meeting | IFIC |
90% CL limits in Ο΅ππ-Ο΅ππ phase space. Contour drawn w.r.t. to π2min of phase space scanned for ANT ARES. BF points with DAT A BF for N at: 0.87656 BF for Ο΅ππ at: -0.00130138 BF for Ο΅ππ at: 0.032054 BF for π¦m232 at: 0.00306025 BF for ΞΈ23 at: 51.0816 BF for αΊCP at: 0 (Fixed) BF for ΞΈ13 at: 8.41128 BF for πΏ at: -0.02123 BF for at: 0.994749 BF for Nπ at: 415 (Fixed) π2/ d.of. : 131.851/ 128.
Ξ½/ Β― Ξ½
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12th Dec. 2019 | N. R. Khan Chowdhury | Weekly Meeting | IFIC |
Wrong plot
90% CL limits in Ο΅ππ-Ο΅ππ phase space. Contour drawn w.r.t. to (0,0) for ANTARES. BF points with DAT A BF for N at: 0.87656 BF for Ο΅ππ at: -0.00130138 BF for Ο΅ππ at: 0.032054 BF for π¦m232 at: 0.00306025 BF for ΞΈ23 at: 51.0816 BF for αΊCP at: 0 (Fixed) BF for ΞΈ13 at: 8.41128 BF for πΏ at: -0.02123 BF for at: 0.994749 BF for Nπ at: 415 (Fixed) π2/ d.of. : 131.851/ 128.
Ξ½/ Β― Ξ½
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12th Dec. 2019 | N. R. Khan Chowdhury | Weekly Meeting | IFIC |
Wrong plot
90% CL limits in Ο΅ππ-Ο΅ππ phase space. Contour drawn w.r.t. to BF (global minimum) for ANTARES. BF points with DAT A BF for N at: 0.87656 BF for Ο΅ππ at: -0.00130138 BF for Ο΅ππ at: 0.032054 BF for π¦m232 at: 0.00306025 BF for ΞΈ23 at: 51.0816 BF for αΊCP at: 0 (Fixed) BF for ΞΈ13 at: 8.41128 BF for πΏ at: -0.02123 BF for at: 0.994749 BF for Nπ at: 415 (Fixed) π2/ d.of. : 131.851/ 128.
Ξ½/ Β― Ξ½
5 Ο΅ππ is fitted at a non-zero value, which is consistent with |Uπ4|2 of the sterile analysis.
12th Dec. 2019 | N. R. Khan Chowdhury | Weekly Meeting | IFIC |
π¦π2 = π2(0,0) - π2(BF) = 5.8. The non-NSI hypothesis is found at β2β log L = 5.8 which corresponds to a 2-parameter p-value of 5.5%.
Right plot
Some of the systematics are turned off for brevity. 6 BF points with DAT A BF for N at: 0.826628 BF for Ο΅ππ at: -0.00122 BF for Ο΅ππ at: 0. (Fixed) BF for π¦m232 at: 0.00204686 BF for ΞΈ23 at: 46.5116 BF for αΊCP at: 0 (Fixed) BF for ΞΈ13 at: 8.41 (Fixed) BF for πΏ at: 0 (Fixed) BF for at: 0.98529 BF for Nπ at: 415 (Fixed) π2/ d.of. : 128.09/ 128.
Ξ½/ Β― Ξ½
For IceCube analysis, the best fit is at Ο΅ππ = β0.0005. The 90% C.L. range is β0.0067 < Ο΅ππ < 0.0081
12th Dec. 2019 | N. R. Khan Chowdhury | Weekly Meeting | IFIC |
Non-NSI hypothesis is discarded at 1.9π for a 2 parameter NSI hypothesis. ANT ARES can put stringent limits on Ο΅ππ compared to current limits. A strong anti-correlation is found between π¦m232 and Ο΅ππ. (consistent with IceCube paper.) There is a marginal improvement while moving from sensitivities to limits in case of NSI parameter Ο΅ππ. The improvement can be attributed to the shallower minimum of the first oscillation dip in ANT ARES data. 7
12th Dec. 2019 | N. R. Khan Chowdhury | Weekly Meeting | IFIC |
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12th Dec. 2019 | N. R. Khan Chowdhury | Weekly Meeting | IFIC |
Fitted values of π¦m232 as a function of test Ο΅ππ. NSI might mimic wrong values of π¦m232. A prior β¨ may be used for further analysis. ANT ARES might be missing the first oscillationβ¨ dip which could have constrained π¦m232. 9
12th Dec. 2019 | N. R. Khan Chowdhury | Weekly Meeting | IFIC |
90% CL limits in Ο΅eπ-Ο΅eπ phase space. 10
12th Dec. 2019 | N. R. Khan Chowdhury | Weekly Meeting | IFIC |
90% CL limits in Ο΅eπ-Ο΅ππ phase space. The island on the right plot will vanish if the likelihood landscape is smoothened/smeared. 11
12th Dec. 2019 | N. R. Khan Chowdhury | Weekly Meeting | IFIC |