1 / 1

Constraining CKM Matrix with Bs Oscillations at D: Exploring Mixing in the B System

This study focuses on understanding the mixing of B mesons, specifically Bs mesons, and its implications for the CKM matrix and CP violation. The analysis involves selecting suitable final states, tagging meson flavor, and proper time reconstruction. Future prospects include adding more data and improving detector capabilities.

lena
Download Presentation

Constraining CKM Matrix with Bs Oscillations at D: Exploring Mixing in the B System

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Search for Bs oscillations at D Constraining the CKM matrix What is mixing ? SM or NP ? • Neutral B meson transition from particle to anti-particle state, and vice-versa Weak eigenstates  mass eigenstates • Caused by higher order flavor changing weak interactions: mq= m(Boheavy) - m(Bolight)  mq |VtbVtq|2 Mixing parameters xq=  mq/q and yq= q/ q where q=d,s First oscillations observed at ARGUS (’87) in the Bd system  signaled a large top quark mass(later verified by CDF and DØ) We think we understand the mixing of B’s… A deviation from this simple diagram is a deviation from the Standard Model (New Physics) Large uncertainty • Precise measurement of Vtd • properly constrain the CKM matrix • yield info on strength of CP-violation but large QCD effects dominate the extraction of Vtd • Vtd can be measured via • rare kaon decay • mixing in the B system Theoretical uncertainties reduced in ratio (10%  4%) from Lattice QCD  consider ratio md has been precisely measured: the world average is • a direct measurement of ms + md(current value) + Vts(relatively well known)  Vtd Bs oscillates at least 30 times faster than B0 !  a Bs mixing measurement is extremely challenging. The Tevatron B-factory and the new DØ Essential ingredients of a mixing analysis • A typical oscillation analysis involves: • Selection of final states suitable for the study • Tagging the meson flavor at decay time (final state) • Tagging the meson flavor at production time (initial state) • Proper time reconstruction for each meson candidate Central Scintillator Forward Scint Forward Mini-drift chamb’s Central PDTs Large production cross-section All B species, including Bs, Bc, b Shielding Decay mode tags b flavor at decay Calorimeter Tracking: Solenoid,Silicon,Fiber Tracker,Preshowers µ, e New Electronics,Trigger,DAQ • Rich B Physics program at DØ benefits from : • Large muon acceptance: || < 2 • Forward tracking coverage: || < 1.7 (tracking), || < 3 (silicon) • Robust muon trigger jet charge Proper decay time from displacement (L) and momentum (p) 2nd B tags production flavor Average statistical significance proper time resolution Dilution D = 1 – 2w w = mistag probability  = efficiency D2 = effective tagging power Flavor tagging signal purity # of reconstructed events Bs mixing studies at DØ: Measure asymmetry A as a function of proper decay time t New Result: Combination of additional Ds decay modes Amplitude Scan “unmixed”:particle decays as particle “mixed”:particle decays as antiparticle For a fixed value of ms, data should yield Amplitude “A” is 1 @ true value of ms Amplitude “A” is 0 otherwise Amplitude method: H-G. Moser, A. Roussarie, NIM A384 p. 491 (1997) Log-likelihood Scan Units: [m] = h ps-1, h =1 then m in ps-1. Multiply by 6.582 x 10-4 to convert to eV Future Prospects: Add Same Side Tagging, hadronic modes Add more data (4-8 fb-1 in next 3 years) with improved detector – additional layer of silicon between beampipe and Silicon Tracker (Layer0) – better impact parameter resolution 17<Dms<21 ps-1 @ 90% CL assuming Gaussian errors First direct two-sided bound on ms PRL 97, 021802 (2006)

More Related