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Speed of Sound

Speed of Sound. The Speed of Sound (sec 7.3). The speed of any wave depends upon the properties of the medium which the wave is travelling. Two essential properties which effect wave speed Inertial Property – the density of the material

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Speed of Sound

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  1. Speed of Sound

  2. The Speed of Sound (sec 7.3) • The speed of any wave depends upon the properties of the medium which the wave is travelling. • Two essential properties which effect wave speed • Inertial Property – the density of the material • The greater the inertia of the particles in the medium the less responsive they will be to interactions with neighbouring particles • If other factors are equal, a wave will travel faster in a less dense material (just like light) • Sound will travel faster in Helium than in air; helium particles have less mass than air particles

  3. The Speed of Sound • Elastic Properties – related to the tendency of a material to maintain its shape or not deform whenever a force or stress is applied to it • Steel is a rigid material with high elasticity. It’s particles have strong interactions to prevent deformation and maintain its shape if a force or stress is applied • Rubber band – it deforms or changes shape readily. • The phase of matter has a significant impact upon elastic properties of medium • In general solids have the strongest interactions between particles compared to liquids and gases. • For this reason, longitudinal sound waves travel faster in solids than in liquids or gases.

  4. The Speed of Sound • The transmission of sound waves is really a series of chain reactions of collisions between adjacent molecules. In general, the closer these molecules are together, the faster the sound travels. • Therefore, for sound waves vsolid > vliquid > vgas

  5. The Speed of Sound • The speed of sound is also affected by temperature – why? • Temperature will effect the strength of the particle interactions (elastic property)

  6. Speed of Sound in Air • The speed of sound in air is 332 m/s at 0oC. The speed increases by 0.59 m/s for each increase of 1oC. Equations: Where: vs = speed of sound in m/s Temp = the air temperature in oC Variation:

  7. Your Turn!! • What is the speed of sound in air when the temperature is 25oC? • Try question #3 on pg 243 in textbook. • More practice • pg 243 #2, 4 • pg 246 #1,2,3,5,6,7,8

  8. Doppler Effect (sec 7.10) • What do you notice about the frequency (pitch) of the sound of an ambulance as it: • Approaches you? • The frequency gets higher • Moves away from you? • The frequency gets lower • Why? • Video Clip#1 • Video Clip#2 • See figure 1 on page 268 in your text

  9. Doppler Effect • Occurs when the source of a sound is moving away or towards the observer • As the sound waves approach the observer, they are closer together than they would be if the source was stationary • Shorter wavelength = higher frequency = higher pitch • As the sound waves travel away from observer, they are farther apart • Longer wavelength = lower frequency = lower pitch

  10. Doppler Effect

  11. Doppler Effect • The effect of speed on the frequency is given by the following formula • Where vs = speed of sound in medium vo = speed of source through medium fo = original frequency of sound from source f = frequency of sound heard by stationary observer • Note: use vs + vo if source moving away from observer use vs – vo if source moving towards observer

  12. Your Turn!! • Try Q#2 on page 272 in textbook • Given: fO = 520 Hz vo = 26 m/s vs = 344 m/s • Required: f = ? Hz (frequency heard by observer) • Equation: since source is moving away from observer • Substitute: • Solve: • More Practice: pg 269 #1,2 and pg 272 #1

  13. Mach Number • Subsonic speed – speeds less than the speed of sound in air • Supersonic speed – speeds greater than the speed of sound in air • Mach number of a source of sound is the ratio of the speed of sound of the source to the speed of sound in the air • Practice: pg 270 #3,4,5 and pg 272 #3,4 and Problem Set

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