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Published byHortense Russell Modified over 9 years ago
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Superposition
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Fourier Series
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Constructive Interference of a pulse
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Destructive Interference of a pulse
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Constructive Interference of Harmonic Waves
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Destructive Interference of Harmonic Waves
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2 Dimensional Example
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Single Hydrophone Display 1 “omni-directional” hydrophone processor
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Two Hydrophones Beam Former 1 2 hydrophonesprocessor Display Why not ???
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Incident Wave Beam Former 1 2 xx d Display
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Identities
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Power Output from the Processor
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Beam Pattern Function Trig identity
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Example =.5 d =0
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Maximum Power Directions =0
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Null Angles =0
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Beam Width The beamwidth of a beam is the angular displacement between the angles where the beam pattern function, b( ), is greater than 0.5. 3 dB down points The beamwidth is important because it is proportional to the bearing accuracy of the specific beam. =0
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3-d Beam Pattern
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Effect of Increasing Frequency
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