Total internal reflection with Sound?

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SUMMARY

Total internal reflection (TIR) is an optical phenomenon where light is completely reflected within a medium, occurring when the angle of incidence exceeds the critical angle. Diamonds, with a refractive index of n = 2.41, exemplify this effect. The discussion explores the possibility of achieving TIR with sound waves, noting that sound can reflect similarly when transitioning from a slower medium, like cold air, to a faster medium, such as hot air or water. Practical applications include sonar technology used by submarines, which exploit sound reflection at boundaries of varying densities and temperatures.

PREREQUISITES
  • Understanding of total internal reflection (TIR)
  • Knowledge of refractive index and critical angle
  • Familiarity with Snell's Law
  • Basic principles of sound wave propagation
NEXT STEPS
  • Research the principles of sound wave refraction and reflection
  • Explore applications of sonar technology in underwater navigation
  • Investigate the effects of temperature and salinity on sound speed in water
  • Learn about the physics of total internal reflection in different mediums
USEFUL FOR

Physicists, acoustics engineers, marine biologists, and anyone interested in the applications of sound wave behavior in various mediums.

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In Diamonds, light that enters gets trapped within due to total internal reflection, defined as:

Total internal reflection is an optical phenomenon that occurs when a ray of light strikes a medium boundary at an angle larger than the critical angle with respect to the normal to the surface. If the refractive index is lower on the other side of the boundary no light can pass through, so effectively all of the light is reflected. The critical angle is the angle of incidence above which the total internal reflection occurs.

Diamonds have one of the highest index of refractions there is at a whopping n = 2.41.

I'm curious to know if there is a material or apparatus that can achieve the same effect as a diamond, but for sound waves instead of light.
 
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Good question. Since sound waves are waves, they obey the laws of refraction (Snell's Law) just like light. You can basically achieve total internal reflection of sound in any medium as long as it is transmitting into a faster medium above the critical angle for that boundary. For example sound travels faster in hotter air. This means if sound was moving from cold air to hot air at a shallow angle to the boundary, you would have the total internal reflection of sound.

You could even have it traveling from air (340m/s) to water (1500m/s)

I'm not sure there are any practical applications for this effect.
 
jaseh86 said:
I'm not sure there are any practical applications for this effect.
Hiding submarines?
Layers of different salinity and temperature (haloclines and thermoclines) have different densities anddifferent speeds of sound. Sonar pulses bounce off the interface between the layers allowing submarines tohide beneath/above them.
Not sure if this is really TIR or just reflection from an impedence mismatch - but it is usefull
 
mgb_phys said:
Hiding submarines?
Layers of different salinity and temperature (haloclines and thermoclines) have different densities anddifferent speeds of sound. Sonar pulses bounce off the interface between the layers allowing submarines tohide beneath/above them.
Not sure if this is really TIR or just reflection from an impedence mismatch - but it is usefull

Very interesting comments. mgb points out an example with submarines, this sounds quite fascinating, I shall look it up. Thanks.
 

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