in the light of recent LHCb data
Menu:
Reference |
Numerical results |
Scenario I |
Scenario II |
Scenario III |
Scenario IV |
Some of the plots below come from the following paper:
This update includes the results up to the end of 2011, including the CDF [arXiv:1112.1726] and LHCb [arXiv:1112.3183] results on (φs,ΔΓs) from Bs->J/Ψ Φ. It corresponds to the second version of arXiv:1203.0238 (the first version is available here). |
The results of the update include:
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Numerical Results |
In scenario I we have introduced NP in
M12q = M12SM,qΔq independently for Bd, Bs and K, corresponding to NP with arbitrary flavour structure.
Constraint for Bd mixing: |
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Constraint for Bs mixing: and Im Δs=0.00+0.10-0.10. |
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Indirect constraint on the asymmetry ASL=(-15.6+9.2-3.9)10-4 compared with the direct measurements of CDF and D0. |
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Indirect constraint on the CP phase φsJ/Ψ Φ=-56.8+10.9-7.0ˆ compared with the direct measurements of CDF, D0 and LHCb. |
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In scenario II we have introduced NP in M12q = M12SM,qΔq with Minimal Flavour Violation (MFV) with small bottom Yukawa coupling yielding Δd=Δs=Δ real. Constraint for neutral meson mixing Δ=0.920+.120-0.039. |
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In scenario III we have introduced NP in
M12q = M12SM,qΔq with Minimal Flavour Violation (MFV) with large bottom Yukawa coupling
yielding Δd=Δs=Δ complex.
Constraint for Bd and Bs mixings: |
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In order to accomodate the measurements of φs and ASL, we introduce a fourth scenario with NP occurring not only in M12q, but also Gamma;12q. We introduce the new parameters
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Constraint for Im(δd) and Im(δs) with the 68% CL intervals Im(δd)=0.92+1.13-0.69 and Im(δs)=1.2+1.6-1.0. The p-value for the 2D SM hypothesis Im(δd)= Im(δdSM) and Im(δs)= Im(δsSM) is 3.2 σ. |
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Constraint for Re(δs) and Im(δs). The p-value for the 8D SM hypothesis δd,s= δd,sSM and Δd=Δs=1 is 2.6 σ. |
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