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Underwater Sound Spatialization Model

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Sound propagate through the bones directly into the inner ear (Cochlea) ... Measure the response of the system at the Cochlea. CAD Model. Sound Source. Sound Source ... – PowerPoint PPT presentation

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Title: Underwater Sound Spatialization Model


1
Underwater Sound Spatialization Model
  • Mario Michan
  • University of British Columbia

2
Outline
  • Sound Physics and Psychoacoustics
  • Spatial Audio Systems and HRTF
  • Underwater Sound and Spatialization
  • Bone Conduction and STF
  • Model and Results

3
Physics of Sound
  • Sound are pressure waves (propagate)
  • Longitudinal and Transverse (shear stresses)
  • Can be modeled using the Helmholtz equation for
    sound pressure in aqueous mediums and as a
    harmonic stress in solid mediums
  • We can model the propagation by coupling the
    equations
  • We can assume the mediums are linear and apply
    Fourier Analysis and the Convolution Theorem

4
PsychoacousticsSpatialization of Sound
  • Auditory system ability to localize sound
  • Leads to Echolocation applications
  • Main cues
  • ITD
  • ILD
  • Pinna Notch
  • Reverberation and echo
  • HRIR HRTF
  • Different for each individual (need PCA or
    something similar)
  • We use the LISTEN database of 51 subjects

5
Underwater Sound
  • Very poor ability to localize sound underwater
  • Impedance match with head (ILD)
  • Faster speed of sound 5X air speed (ITD)
  • Attenuation of Higher Freq and lower threshold of
    hearing (Pinna notch)
  • Middle ear blockage by air water interface
  • No natural echolocation possible since HRTF
    doesnt work

6
Bone Conduction
  • Sound propagate through the bones directly into
    the inner ear (Cochlea)
  • Efficient way to transmit sound underwater
  • We could convey sound spatialization information
    this way using the HRTF
  • But sound get modified through the bones
  • So we need the Skull Transfer Function
  • How do we calculate the STF and ISTF?
  • We model it using the equations of sound and a
    differential equation numerical solver (Finite
    Element Analysis)

7
Model
  • Model the sound propagation through the skull
    using a CAD model of the skull
  • Couple the stress model with the acoustic model
  • Measure the response of the system at the Cochlea

8
CAD Model
Water Sphere
Simplify
Sound Source
Sound Source
9
(No Transcript)
10
Solid Medium (Deformation)
11
Acoustic Medium (SPL)
12
STF and Modified TF
13
Experiments
  • Two experiments
  • Above water air
  • Underwater
  • Results STF showed marginal improvement over
    simple HRTF
  • Causes very simple model need more computational
    power
  • However, very good correlation of above and
    underwater experiments good tool
  • Also it is possible to spatialize sound
    underwater!!!
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