sce map update data driven spatial and e field maps
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SCE Map Update: Data-Driven Spatial and E Field Maps Michael - PowerPoint PPT Presentation

SCE Map Update: Data-Driven Spatial and E Field Maps Michael Mooney, Hannah Rogers Colorado State University ProtoDUNE Sim/Reco Meeting April 10 th , 2019 1 First Data-Driven Maps First Data-Driven Maps Brief presentation on data-driven


  1. SCE Map Update: Data-Driven Spatial and E Field Maps Michael Mooney, Hannah Rogers Colorado State University ProtoDUNE Sim/Reco Meeting April 10 th , 2019 1

  2. First Data-Driven Maps First Data-Driven Maps ♦ Brief presentation on data-driven SCE maps, which we finally have in hand (and validated with “by eye” inspection) • Includes both spatial distortion maps and E field maps ♦ Methodology: • Use spatial offset maps at boundaries, calculated for both data and MC, and form “scale factor map” for each face • Interpolate scale factors across entire detector to get data/MC scale factor for each 3D voxel; apply scale factor to MC map (no flow for now, but can do both with and without flow and compare) • Obtain forward displacement map everywhere this way; use tetrahedral interpolation to obtain backward map on grid • Use backward displacement map to obtain E field everywhere (see slide 4) 2

  3. Spatial Offsets at TPC Faces Spatial Offsets at TPC Faces ♦ Reminder: we have long had our spatial displacement maps at TPC faces (in direction orthogonal to face) 3

  4. E Field Calculation E Field Calculation ♦ E field calculation methodology developed by University of Bern – Mike M. made own implementation ♦ Above figure from forthcoming public note on laser-based SCE analysis at MicroBooNE ♦ Calculate drift velocity → use v(E) curve to get local E field 4

  5. E Field Calculation E Field Calculation True E Field Calc. E Field ♦ E field calculation methodology developed by University of Bern – Mike M. made own implementation ♦ Above figure from forthcoming public note on laser-based SCE analysis at MicroBooNE ♦ Calculate drift velocity → use v(E) curve to get local E field 5

  6. Forward Displacement Maps Forward Displacement Maps MC (No Flow) Data 6

  7. Forward Displacement Maps Forward Displacement Maps MC (No Flow) Data 7

  8. Backward Displacement Maps Backward Displacement Maps MC (No Flow) Data 8

  9. Backward Displacement Maps Backward Displacement Maps MC (No Flow) Data 9

  10. E Field Maps E Field Maps MC (No Flow) Data 10

  11. E Field Maps E Field Maps MC (No Flow) Data 11

  12. E Field Maps E Field Maps MC (No Flow) Data 12

  13. Summary Summary ♦ First full data-driven SCE maps available, which includes: • Forward displacement maps (simulation) • Backward displacement maps (reconstruction) • Electric field maps (simulation/reconstruction) ♦ This was done by interpolating results at TPC boundaries • Will spend more time investigating method of using pairs of crossing tracks to do true 3D correction in bulk – does it help? • Data can tell us which is performing best (dE/dx resolution, data/MC comparison of track angles/lengths) ♦ Would be nice to produce new MC with new SCE simulation • Also include Hannah’s SCE calibration in reconstruction chain, which targets dE/dx of t 0 -tagged tracks (beam and cosmics) 13

  14. BACKUP SLIDES 14

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