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VSVX Efficiency for special runs. Yurii Maravin FNAL. Data Samples. Use offline data, reconstructed with p13.06.00 Run 169716 (nominal charge integration window) Run 169717 (132 ns delay) Runs 169718 and 169721 (264 ns delay) Run 169719 (132 ns early)
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VSVX Efficiency for special runs Yurii Maravin FNAL
Data Samples • Use offline data, reconstructed with p13.06.00 • Run 169716 (nominal charge integration window) • Run 169717 (132 ns delay) • Runs 169718 and 169721 (264 ns delay) • Run 169719 (132 ns early) • Run 169720 (264 ns early) • Apply the same code used to estimate VSVX efficiency • Calculate VSVX efficiency using this formula:
VSVX Efficiency as a function of f 132 ns late nominal 264 ns late 132/264 ns early
VSVX Efficiency as a function of h 132 ns late nominal 264 ns late 132/264 ns early
VSVX Efficiency as a function of pT 132 ns late nominal 264 ns late 132/264 ns early
Summary • VSVX efficiency (with respect to SVX hit efficiency) as a function of the integration window: • Some recent runs were taken last Friday – data files are being analyzed, and results will be ready soon.