LArTPC Reconstruction Challenges

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LArTPC Reconstruction Challenges LArTPC = Liquid Argon Time Projection Chamber Sowjanya Gollapinni (UTK) NuEclipse Workshop August 20 22, 2017 University of Tennessee, Knoxville

LArTPC program the big picture The LArTPC technology is driving the future of neutrino physics 2007 ICARUS 170 ton MicroBooNE Multi-kton (40,000 ton) ArgoNeuT 2015 2008 LAPD 100% R&D 112 ton SBND Sh or t~1 bas km elin e Materials Test Stand Lo ng ~1 -ba 00 sel 0 k in m e 35-ton prototype 2018 ProtoDUNE DUNE (2024 2030) 400 ton 2010 Other: LArIAT, ICARUS, ProtoDUNE Single Phase vs Dual Phase 100% Physics 2

The LArTPC Principle single phase Cathode Induction Anode Collection Induction and Collection plane wires Wire planes + Signal Arrival Time = 3D image Hence a Time Projection Chamber Finely (mm-scale) segmented anode wires excellent resolution! Combine energy and topology information for particle ID

Neutrino Interactions in HD! Cosmic muon Collection plane view Time direction A highly ionizing track δrays! v Beam Interaction vertex Cosmic muon muon Imaging detectors Digitized Bubble chambers With Calorimetry Wire direction

Reconstruction in LArTPC is challenging Large amount of information Typically no magnetic field: challenges with sign determination Interaction can happen anywhere in the detector volume no apriori unlike collider experiments Energies and Momenta range from MeV to GeV measuring them accurately in the same detector is a challenge (unlike collider experiments which has external additional trackers and calorimeters) Interaction patterns have different scale and complexity (cascades, decays, stubs,...) Tracks and showers overlap near the neutrino vertex separation of signals at the interaction point is a challenge Additionally ghost/fake hits are a known problem

Deep Underground Neutrino Experiment: Physics goals The biggest LArTPC ever to be built A range of physics goals: CP Violation, neutrino mass hierarchy, search for proton decay, and Supernovae burst neutrinos Achieving this wide set of physics goals (ranging from MeV to GeV) requires excellent spatial and energy reconstruction capabilities.

DUNE reconstruction requirements for Physics Beam and Atmospheric neutrinos Good neutrino vertex reconstruction Muon reconstruction Muon/pion/proton identification and separation Electron reconstruction (energy and directionality) e/γseparation with high efficiency Supernovae Physics Low energy event reconstruction and identification D. Caratelli (next talk) Ability to tag electrons and de-excitation gammas from nuclear transitions Good measurement of Time, energy and direction of events Reconstructing small number of hits Use de/dx in the first few cm of the shower to separate e/γ In general Light reconstruction is essential Calorimetric reconstruction greatly depends on accurate measurement of charge per unit length

Signal Formation in a LArTPC Current induced on a read-out wire is described by Shockley Ramo Theorem: q = charge; Ew = weighting field; vq = drift velocity http://www-microboone.fnal.gov/publications/publicnotes/microboone-note-1017-pub.pdf

Traditional TPC Reconstruction chain Raw Signal Processing Remove Field and electronics response (Deconvolution, Noise removal) through deconvolution 2D pattern recognition (Hits, Clusters) Define regions of interests above a certain threshold and fit a gaussian (Gaussian hit finder) to form hits. Group hits belonging to the same particle into clusters. 2D Matching and 3D reconstruction Match 2D Clusters b/n different views based on timing information to form 3D objects (Tracks, Showers, Vertices) Calorimetry (Energy, Particle ID) Traditional: Pandora Projection Matching Algorithm TrajCluster Non-traditional: 3D Tomographic approach (WireCell) Deep Learning Extract charge per length information from 3D objects and combine with topology for Calorimetry

Challenges with Signal Processing: Deconvolution Dynamic Induced Charge (DIC) Typically expect signal to be induced on only one wire. But, in reality, nearby wires also see some signal This induced charge is dynamically dependent on track angle Not accounting for DIC during deconvolution results in charge lost 1D deconvolution based on direct signal works well for collection planes but for induction planes, DIC needs to be taken into account for deconvolution (2D) Proof of principle exists; full integration under work; BNL leading the effort

Challenges with Signal Processing: Noise Cold Front-end electronics critical for noise 5 to 6 times better compared to warm electronics Low noise levels achieved in a 100-ton scale LArTPC Several software noise filtering algorithms Noise Characterization and Filtering in the MicroBooNE Liquid Argon TPC", JINST 12, P08003 (2017)

Pandora and PMA algorithms Pandora Fine-grained pattern recognition algorithm Optimized and Automated pattern recognition approach Take hits as input and produce 2D/3D objects called PFParticles with hierarchy Step 1: PandoraCosmic (remove cosmics) Step 2: PandoraNu (neutrino identification) Project Matching Algorithm Instead of building 3D object by matching 2D hits between different views, build 3D object by minimizing the object s 2D projection to 2D hits distance A technique derived from ICARUS AHEP 1601 p.260820 (2013) Promising performance ICHEP 2016

Pandora Reconstruction Performance

Pandora Reconstruction Performance https://arxiv.org/pdf/1708.03135.pdf An example CC muon neutrino interaction with resonant pion production

3D Tomographic Reconstruction: Wire Cell Raw Signal Processing (Deconvolution, Noise removal) 2D image reconstruction (Time+Geometry+Charge) 3D image reconstruction 3D Pattern Recognition (tracks, showers etc.) Kinematic reconstruction (energy, PID) Pattern recognition for LArTPCs in general is very difficult Deep Learning efforts actively being pursued recently JINST 12, P03011 (2017) In traditional reconstruction Charge information not used in early steps Hypotheses on pattern recognition are tried early on could lead to biases? WireCell approach: Reduce degeneracy by using charge information early on Don't start with pattern recognition like traditional algorithms rather use robust information at the beginning of the chain Pattern recognition a later step

Reconstructing Ionization charge and position Precise determination of ionization charge and position, from the point of formation to the point of collection, with as less bias as possible is critical for both energy scale reconstruction and detector resolution There are many effects that can impact this, E.g., Energy scale Position/timing Resolution Argon purity (e- lifetime) Electron-ion recombination Space charge Electronics calibration DIC Diffusion Space charge Noise Wire response DIC The biggest challenge is that these effects are correlated! 16

Calorimetric Reconstruction Calorimetry along with topology forms best tools for PID Calorimetry requires knowing de/dx as a function of residual range The goal of calorimetry is to convert dq/dx (ADC/cm) to de/dx (MeV/cm) Step 1: dq/dx (ADC/cm) dq/dx (e/cm) Electronics calibration factor i.e., need to know electrons per ADC-tick Can use stopping muons to determine this Step 2: dq/dx (e/cm) dq*/dx (e/cm) Correct for charge lost due to impurities during transit (electron lifetime) Many ways to measure this: cosmic muons, laser, purity monitors etc. Step 3: dq*/dx (e/cm) de/dx (MeV/cm) Correct for the electrons lost due to recombination with argon ions Can be done using stopped muons or protons Space charge has a significant impact on all of this! Space charge is an issue for surface detectors, not so much for DUNE

Summary LArTPC technology is the technology of choice for current and future neutrino experiments. While LArTPCs have the potential to provide excellent energy and position resolution capabilities, reconstruction is a challenge Signal processing is the key step for reconstruction Precise determination of ionization charge and position requires thorough calibration of the detector very much needed to achieve the energy and position resolution A lot of pioneering work has been done recently towards signal processing and noise removal by the MicroBooNE experiment There are many more challenges that need to be addressed: Robust pattern recognition, 2D deconvolution, cosmic removal tools, etc. Deep Learning, CNNs, Boosted decision trees are all leading to hybrid approaches After many years, we have an automated reconstruction chain for LArTPCs Stay tuned for more updates!

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