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Explore the analysis of the 2002 Woomera Explosives Experiment conducted for defense research, showcasing signal reception and detection using global minimization techniques. Discover the international collaboration in this scientific endeavor.
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The Woomera Infrasound and Seismic Experiment David Brown1; Clive Collins1; Brian Kennett2 1. Geoscience Australia 2. Australian National University Geological Survey of Canada Australian Dept. of Defence 1
Introduction • The Woomera Experiment • An international explosives trial held at Woomera, South Australia, in September, October 2002 • Conducted for defence research by: • UK Ministry of Defence • Australian Department of Defence • Purpose: • ammunition stewardship program • Participation by: • Canada • Netherlands • Norway • USA • Singapore • Two explosions: • 27000 kg ammunition • 5000 kg ammunition • Portable network of sensors was deployed: • 2 three-sensor infrasound arrays • 18 seismometers IS07 2
Woomera Broken Hill Introduction Flinders Ranges 1165m 167m 900 m 315m 3
The Source Source Information 4
The Source Explosives Container Instruments, tamping Earthen walls 3 sides Concrete roof
The Source 27000 kg shot Shock wave Shock wave • Some statistics • for a block of rubble • T = 33.57 sec • = 508 m V = 165.2 m/s H = 1380.5 m q = 84.7 deg
The Source Norwegian house Australian house 7
Receiver Information Seismic Receiver Information Infrasound Receiver Information 8
Receiver Information Spectrogram: 20,000 lb Chemical Explosion @ 250 km 180 deg. backazimuth • Broad-band signal • signal duration: 0.6 min • dominant period 1.6 sec • drop-off frequency: • 6db down: > 2.0 Hz • 12 db down > 2.0 Hz • Fstat • @ max SNR: 4.3 • @Max Power: 21.5 • Frequency: • @max SNR 2.0 Hz • @max Power 0.47 Hz • Need to design a 3-sensor array with maximum capability around 0.5 Hz. ie, average intersensor spacing of around 330 m.
Receiver Information Broken Hill Station Finite-frequency array response 10
Receiver Information Broken Hill Station 11
Receiver Information Finite-frequency array response Oodnadatta Station 12
Receiver Information Oodnadatta Station 13
Receiver Information Finite-frequency array response IS07 Station 14
The Signals Broken Hill Station 27000 kg 16
The Signals Broken Hill Station 27000 kg 0.8 – 3.2 Hz 17
The Signals Broken Hill Station 27000 kg 342 m/s 289 deg 354 m/s 290 deg 348 m/s 290 deg 454 m/s 256 deg 477 m/s 257 deg 490 m/s 241 deg 18
The Signals IS07 27000 kg 352 m/s 167 deg 19
The Signals Oodnadatta Station 27000 kg 0.8 – 3.2 Hz 20
The Signals Broken Hill Station 5000 kg 0.4 – 1.6 Hz 21
GA Infrasonic Processing for CTBT monitoring raw data Knowledge of local sources Source Characterization study SH investigation Radionuclide investigation • Infrasonic Processing at Geoscience Australia • Will process 5 IMS stations: IS03, IS04, IS05, IS06, IS07 • Will observe the following processing philosophy Single station processing: Seeking significant signals on individual stations Automatic internal alert notification duration > 2 minutes Fstat > 10.0 SNR > 1.5 57 days 38185 detects 98 arrivals INFER Automatic detector DISCIN Simple discrimination criteria detection arrival Interactive Analysis review Interactive Analysis scanning DISCEX High-level discrimination procedures arrival 1 arrival Manual external alert notification 22
GA Infrasonic Processing for CTBT monitoring • Signal parameter estimation at sparse arrays • Global minimisation of the misfit between theoretical and stacked beam powers • theoretical side-lobe pattern will be imprinted on the stacked beam power Define broad-band theoretical array response to be Define broad-band stacked beam-power to be Define the misfit function using an norm as Use the Sambridge Neighbourhood Algorithm to converge to the region of best fit.
GA Infrasonic Processing for CTBT monitoring 3 -3 3 -3 Signal Reception and Detection: Sparse Arrays • Array response • Beam power as a function of slowness for I07AU array • Zero slowness • finite frequency signal centred at 0.875 Hz • 9 x 9 = 81 beams were used • maximum beam power centred on zero slowness Sy (s/km) Sx (s/km)
GA Infrasonic Processing for CTBT monitoring 3 -3 3 Sy -3 Sx (s/km) Signal Reception and Detection: Sparse Arrays Time (sec) N 2880 1440 2160 720 3600 0 Synthetic implant, azimuth, 128 deg. W E • Array response • Beam power as a function of slowness for I07AU array • with implanted signal • 9 x 9 = 81 beams were used • 0.875 Hz • maximum beam power centred on slowness • corresponding to the implant azimuth (128 deg) Slowness plane S
GA Infrasonic Processing for CTBT monitoring Signal Reception and Detection: Sparse Arrays misfit surface
GA Infrasonic Processing for CTBT monitoring Signal Reception and Detection: Sparse Arrays N N W E W minus E N S S 81 beams:1.5 deg accuracy in azimuth [BSSA, 2003, Vol 93 p.1765-1772] equals W E S
GA Infrasonic Processing for CTBT monitoring Network processing: Infrasonic source location • Determine the Great-circle intersection point • Determine the travel-times to receivers using a two-value constant velocity model : • 290 m/s (stratospheric propagation) • 240 m/s (thermospheric propagation) • Determine if predicted travel-times match observed arrival times for both stations (up to some variance) • Use uncertainty in measured azimuth to determine uncertainty in predicted source location INFRA_LOC_0 automatic 2 station source location detection origin INFRA_LOC_1 automatic source location (refinement level 1) origin > 2 stations Updated travel-time Information. GT information for testing Data Fusion INFRA_LOC_2 automatic source location (refinement level 2) origin 28
Summary • The Woomera Infrasound and Seismic experiment • Characterised by unusually fast travel-times • May be timing errors (unlikely) • Characterised by significant off-great circle azimuths • may be side-lobe detections (unlikely) • May be acoustic signal generated by the seismic interaction with the Flinders Ranges (?) • GA Infrasonic Processing • Seeks significant signals on individual stations first • Basic set of discrimination criteria for automatic alert notification • Duration, Coherence, Energy • Performs 2-station source location using constant velocity model • Will experiment with the Kennett procedure for sparse array processing • May help the spatial aliasing problem at sparse arrays 29