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Limitations of earthquake detection with the E-puck's accelerometer ? Par Rodrigo De Pablo Peña et Fabian Baerenbold
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Introduction Theoretical part – Functioning – Measure limitations – Earthquakes Experimental part – Choose a test-frequency and design a filter – Try to make the E-puck find a source of vibrations
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Accelerometer – How it works Accelerometer consists of 3 beams in series where the middle one is attached to a movable mass. The 3 beams form 2 capacitors in series. An applied force changes position of the mass and therefore the value of the capacitors. The capacitors values are linked to an output voltage between 0 and 3300[mV], which on the E-puck is a binary code between 0 and 4096 The range of the E-puck's accelerometer is set to +/- 2[g], g=gravity
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Measure limitations and noise Resolution: Noise RMS in data sheet : 4.7 [mV] Noise RMS calculated : Minimum detectable amplitude: Maximum detectable amplitude : 2[g], (up to 2.75[g], but less accurate above 2[g]) Sampling frequency: Up to 11[kHz]
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Earthquakes E-puck can recognize frequencies up to 11/2[kHz] Frequencies of an earthquake between 0.1 and 20[Hz] => E-puck is able to measure this E-puck detects earthquakes having amplitudes bigger than 0.02[g] (=0.2[m 2 /s]) if it is right by the epicenter 0.2[m 2 /s] corresponds to an earthquake where “dishes in a cupboard rattle”! => E-puck is not very useful in this case
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Experimental part
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Signal of the razor
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Frequency Detection - FIR Filter Razor frequencies: 12-14[Hz] FIR equiripple bandpass filter Sampling frequency : 200[Hz] (to minimize the filter order) Band: 10 -16 [Hz], Filter order: 143
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Unfiltred vs. Filtred Signal Filter with attenuation of low frequencies of 20dB Filter with attenuation of low frequencies of 40dB Shaking by hand (2-3[Hz]) --- Razor (13[Hz]) --- Cell phone (25[Hz])
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Unfiltred vs. Filtred Signal
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Is it possible to find the source of the « earthquake » ?
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“Bacteria” Algorithm Mobile experiment I Goal: E-puck finds the source of vibrations Assumption: There is a continuous drop of amplitude with distance to the source. How: E-puck moves with constant speed. As long as the amplitude measured by the E-puck increases, it continues to move forward. If not, it changes direction. Amplitude computation: Take the sum of the filtered signal elements squared and divide by an appropriate constant to avoid overflow. Random term: A random term is added to the constant speed to make the E-puck able to move randomly in any direction.
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“Bacteria” Algorithm Mobile experiment I But: Although the E-puck sometimes finds the source, it often gets stuck far away from it…. Why ? =>>> Idea: Scan the whole surface with the E-puck to have an idea of the vibration pattern of it. Then repeat the experiment.
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Material for experiments
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Relative amplitude response Static experiment
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Relative amplitude response Mobile experiment II
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+
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Relative amplitude response Mobile experiment
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References http://www.naun.org/journals/geology/20-052.pdf http://en.wikipedia.org/wiki/Japan_Meteorological_Agency_sei smic_intensity_scale http://en.wikipedia.org/wiki/Japan_Meteorological_Agency_sei smic_intensity_scale http://pdf1.alldatasheet.com/datasheet- pdf/view/103487/MOTOROLA/MMA7260Q.html http://pdf1.alldatasheet.com/datasheet- pdf/view/103487/MOTOROLA/MMA7260Q.html
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