17.1 Sound

17.1 Sound

  • The person observing the shift heard a sound.
  • The objects are moving faster than the sound.
  • Sound interference and resonance can be defined as standing waves in air columns.
  • Sound interference occurring inside open and closed tubes changes the characteristics of the sound, and this applies to sounds produced by musical instruments.
  • Sound wave measurements can be used to calculate the length of a tube.
  • Explain how the inner ear relates to sound perception.
  • Density values are used to calculate acoustic impedance.
  • The velocity of a moving object can be calculated.
  • The answer depends on how you define sound.
    • There was no sound if sound only existed when someone was around to hear it.
    • There was a sound even if nobody was around to hear it.
  • The wave is called sound.
    • Its perception is being heard.
    • The physical phenomenon and its perception will be considered in this text.
    • Sound and hearing are related, but not the same thing.
    • We will look at how sound waves can be used in medical scans.
  • The glass has been shattered by a high-intensity sound wave.
  • The effects of the sound prove that it exists.
    • Hearing is one of our most important senses, so it's interesting to see how sound's physical properties correspond to our perception.
    • Sound has applications beyond hearing.
    • It is not heard but can be used to form medical images and also be used in treatment.
  • On the atomic scale, the atoms are more ordered than their thermal motions.
    • In many cases sound is a periodic wave and the atoms are moving.
    • We will explore periodic sound waves in this text.
  • As the string moves back and forth, it transfers energy to the air.
    • A small part of the string's energy goes into expanding the surrounding air, creating higher and lower local pressures.
    • The compressions and rarefactions move out as longitudinal pressure waves have the same frequencies as the string.
  • The air behind it is compressed by a vibrating string moving to the right.
  • As the string moves to the left, it creates another compression and rarefaction as the ones on the right move away.
  • A series of compressions and rarefactions move out from the string as a sound wave.
    • The distance from the source is shown in the graph.
    • Ordinary sounds have slightly different pressures than atmospheric ones.
  • The energy of a sound wave is spread over a larger area, so the sound wave's amplitude decreases with distance from its source.
    • During each compression and rarefaction, a little heat transfer to the air and a lot of heat transfer from the air, so that the heat transfer reduces the organized disturbance into random thermal motions.
    • Waves are important for sound as they are for all waves.
  • The eardrum vibrates when sound wave compressions and rarefactions travel up the ear canal.
    • The eardrum has a net force due to the sound wave pressures and the atmospheric pressure behind it.
    • The person's nerves are converted to nerve impulses by a complicated mechanism.
  • The interference pattern can be created by adding a second source or a pair of slits.
  • Light energy is perceived before sound when a firework explodes.
    • Sound travels more slowly than light.
  • You can see the speed of sound when watching a fireworks display.
    • The flash of an explosion is seen before the sound is heard, implying that the sound is slower than light, and that it travels at a finite speed.
    • You can hear the sound of a sound.
    • The correlation of the size of musical instruments with their pitch is indirect evidence of the wavelength of sound.
    • Large instruments, such as a tuba, make low-pitched sounds while small instruments, such as a piccolo, make high-pitched sounds.
    • The size of a musical instrument is related to the wavelength of sound it produces.
    • A small instrument makes sounds.
    • Arguments hold that a large instrument makes long-wavelength sounds.
  • The number of waves that pass a point per unit time is the same as the source.
  • A sound wave is created from a source vibrating at a Frequency and has a wavelength.
  • The table shows that the speed of sound varies greatly.
    • The speed of sound is determined by the density and rigidity of the medium.
    • The sound energy is easier to transfer from particle to particle in materials with similar rigidities.
    • The air has a low speed of sound.
    • The speed of sound in liquid and solid media is higher than in gases because of their rigidity.
  • The speed of sound depends on the rigidity of the medium in which it is made.
    • The longitudinal component of an earthquake travels at different speeds.
  • The bulk modulus of granite is greater than the shear modulus.
    • The speed of longitudinal or pressure waves in earthquakes in granite is higher than the speed of shear waves.
    • The components of earthquakes travel slower in less rigid material.
    • S-waves range in speed from 2 to 5 km/s and P-waves range in speed from 4 to 7 km/s.
    • As they travel through Earth's crust, the P-wave gets closer to the S-wave.
    • The time between the P- and S- waves is used to determine the location of the epicenter of an earthquake.
  • The temperature of the medium affects the sound's speed.
  • The Boltzmann constant is the mass of each particle in the gas.
    • The speed of sound in air and other gases should be determined by the square root of temperature.
    • This is not a strong dependence.
    • The speed of sound is 331 m/s, which is less than 4% higher.
    • Medical images can also be used with echoes.
  • A bat uses sound echoes to find its way.
    • The time for the echo to return is determined by the distance.

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  • If this independence were not true, you would notice the music being played by a marching band in a football stadium.
    • The sound from the low-pitched instruments would lag behind the high-pitched ones if the high-frequency sounds traveled faster than you were from the band.
    • All frequencies must travel at the same speed because the music from all instruments arrives in a different rhythm.
  • In a given medium under fixed conditions, is constant, so that there is a relationship between and.
  • Because they travel at the same speed in a given medium, low-frequency sounds must have a greater wavelength than high-frequency sounds.
    • The lower-frequency sounds are emitted by the large speaker, while the higher-frequency sounds are emitted by the small speaker.
  • The audible range is 20 and 20,000 Hz.
  • We can find the wavelength from the frequencies.