Results from a Study of Acoustic Ultrahigh- energy Neutrino - - PowerPoint PPT Presentation

results from a study of acoustic ultrahigh energy
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Results from a Study of Acoustic Ultrahigh- energy Neutrino - - PowerPoint PPT Presentation

Results from a Study of Acoustic Ultrahigh- energy Neutrino Detection (SAUND) http://hep.stanford.edu/neutrino/SAUND/ Justin Vandenbroucke justinav@socrates.berkeley.edu September 13, 2003 Stanford University Workshop on Acoustic Cosmic Ray


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Results from a Study of Acoustic Ultrahigh- energy Neutrino Detection (SAUND)

http://hep.stanford.edu/neutrino/SAUND/

Justin Vandenbroucke

justinav@socrates.berkeley.edu

September 13, 2003 Stanford University Workshop on Acoustic Cosmic Ray and Neutrino Detection

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Stanford University Justin Vandenbroucke September 13, 2003

Andros Island, The Bahamas

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Stanford University Justin Vandenbroucke September 13, 2003

AUTEC hydrophone array

SAUND

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Stanford University Justin Vandenbroucke September 13, 2003

Site 3

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Stanford University Justin Vandenbroucke September 13, 2003

Site 3

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Stanford University Justin Vandenbroucke September 13, 2003

DAQ system

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Stanford University Justin Vandenbroucke September 13, 2003

Calibration sources

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Stanford University Justin Vandenbroucke September 13, 2003

21 Events per lightbulb

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Stanford University Justin Vandenbroucke September 13, 2003

Light bulb positions and energies reconstructed

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Stanford University Justin Vandenbroucke September 13, 2003

Light bulb positions and energies reconstructed

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Stanford University Justin Vandenbroucke September 13, 2003

Detection contours under typical noise conditions

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Stanford University Justin Vandenbroucke September 13, 2003

Detection contours under typical noise conditions (zoomed in)

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Stanford University Justin Vandenbroucke September 13, 2003

Pancakes can be good

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Stanford University Justin Vandenbroucke September 13, 2003

AUTEC SVP

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Stanford University Justin Vandenbroucke September 13, 2003

Refraction is significant beyond 1 km

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Stanford University Justin Vandenbroucke September 13, 2003

Refraction is significant beyond 1 km

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Stanford University Justin Vandenbroucke September 13, 2003

Refracted pancake (undetected)

300 m deflection!

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Stanford University Justin Vandenbroucke September 13, 2003

Refracted pancake (detected)

100 m deflection

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Stanford University Justin Vandenbroucke September 13, 2003

Localization achieved

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Stanford University Justin Vandenbroucke September 13, 2003

Localization → energy reconstruction

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Stanford University Justin Vandenbroucke September 13, 2003

Cut 1: Digital Filter

τ = 10 µs

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Stanford University Justin Vandenbroucke September 13, 2003

Cut 3: Five-phone coincidence

Require 1) Events obey causality: Pairwise, times are within coincidence window: tij < c * dij 2) Geometry consistent with pancake (2D circle) shape: accepted: rejected:

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Stanford University Justin Vandenbroucke September 13, 2003

Example of a five-phone event

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Stanford University Justin Vandenbroucke September 13, 2003

Example of a five-phone event

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Stanford University Justin Vandenbroucke September 13, 2003

Cuts 4a and 4b: Characteristic Frequency and Number of Periods

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Stanford University Justin Vandenbroucke September 13, 2003

Cut 4c: Diamond Events

frequent but easily rejected with a matched filter (online?)

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Stanford University Justin Vandenbroucke September 13, 2003

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Stanford University Justin Vandenbroucke September 13, 2003

Cut 5: Adaptive threshold

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Stanford University Justin Vandenbroucke September 13, 2003

Cut 6: Pancake shape constrains effective volume

(bad news and good news)

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Stanford University Justin Vandenbroucke September 13, 2003

Cut 7: Threshold crossings

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Stanford University Justin Vandenbroucke September 13, 2003

Background rejection

Cut Events passing cut (Run II, 163 days integrated livetime) 1) Filter trigger 40 million single-phone events 2) Electronic noise 25 million single-phone events 3) 5-phone coincidence 5 million combinations 4) Waveform analysis 3 thousand combinations a) Periods < 4 b) 20 kHz < freq < 40 kHz c) Diamond metric < 0.7 5) Threshold <= 0.024 6) 5-phone localization 300 combinations 7) Threshold crossings < 2 combinations (online, offline)

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Stanford University Justin Vandenbroucke September 13, 2003

What have we learned?

  • Refraction cannot be neglected for > ~ 1 km rays
  • Travel times are not significantly affected, but
  • Arrival direction and radiation envelope are (deflection)
  • Phones on sea floor are bad
  • Ray tracing necessary for localization
  • csound = clight / 200,000 !!
  • Coincidence is a very weak requirement → combinatorics
  • 3D localization demonstrated
  • 10 m resolution attained
  • Array geometry important; planar array is worst case

(but our signal is planar...)

  • Pancake shape a powerful requirement (despite decreased volume)
  • Impulsive backgrounds at 1021 eV exist but can be rejected
  • Energy threshold is very high (1021 eV) with 1.5 km spacing and current triggers
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Stanford University Justin Vandenbroucke September 13, 2003

Whats next?

Analysis

  • Rigorous Monte Carlo efficiency check
  • Final flux limits

SAUND-II

  • More phones, more volume, more computer processing
  • Improve adaptive threshold algorithm
  • Build coincidences online
  • Optimize cut strategy
  • Lower energy threshold (one order of magnitude reasonable)
  • Push to the Gaussian noise floor

Beyond (other arrays)

  • 100-500 m spacing?
  • better geometry?
  • better noise environment?