wave properties. amplitudewavelengthfrequency wave speed

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Wave Properties Wave Properties

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Page 1: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Wave PropertiesWave Properties

Page 2: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Wave PropertiesWave Properties

AmplitudeAmplitude

WavelengthWavelength

FrequencyFrequency

Wave SpeedWave Speed

Page 3: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Amplitude• How high the wave rises above, or falls

below, the normal level is called the wave’s amplitude.

• The amplitude of a transverse wave is one-half the distance between a crest and a trough.

Page 4: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

AmplitudeAmplitude

The amplitude in a compressional wave is The amplitude in a compressional wave is greatergreater when the particles of the medium when the particles of the medium are are squeezed closer together in each squeezed closer together in each compression and spread farther apart in compression and spread farther apart in each rarefactioneach rarefaction..

Page 5: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Amplitude and Energy

• A wave’s amplitude is related to the energy that the wave carries.

• For example, the electromagnetic waves that make up bright light have greater amplitudes than the waves that make up dim light.

• Similarly, loud sounds have sound waves with greater amplitudes than sounds waves that have soft sounds.

Page 6: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Amplitude and EnergyAmplitude and Energy

Water waves can also have large Water waves can also have large amplitudes.amplitudes.– Hurricanes can carry enough energy to Hurricanes can carry enough energy to

damage almost anything that comes in their damage almost anything that comes in their pathpath..

Page 7: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Amplitude and Energy

• Tsunamis are huge sea waves that are caused by underwater earthquakes along faults on the seafloor.

• The movement of the seafloor along a fault produces the wave.

• The tremendous amounts of energy tsunamis carry cause great damage when they move ashore.

Page 8: Wave Properties. AmplitudeWavelengthFrequency Wave Speed
Page 9: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Tsunami damageTsunami damage

Page 10: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Wavelength• For a transverse wave, wavelength is the

distance from the top of one crest to the top of the next crest, or from the bottom of one trough to the bottom of the next trough.

Page 11: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Wavelength• For a compressional wave, the wavelength is

the distance between the center of onecompression and the center of the next compression, or from the center one rarefaction to the center of the next rarefaction.

Page 12: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Wavelength• Electromagnetic waves

have wavelengths that range from kilometers, for radio waves, to less than a diameter of an atom, for X rays and gamma rays.

• This range is called the electromagnetic spectrum.

Page 13: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Frequency

• The frequency of a wave is the number of wavelengths that pass a given point in 1 s.

• The faster the vibration is, the higher the frequency is of the wave that is produced.

• The unit of frequency is the number of wavelengths per second, or hertz (Hz).

Page 14: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

A Sidewalk Model

• For waves that travel with the same speed, frequency and wavelength are related.

• To model this relationship, imagine people on two parallel moving sidewalks in an airport.

Page 15: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

A Sidewalk Model• One sidewalk has four travelers spaced

4 m apart. • The other sidewalk has 16 travelers spaced

1 m apart.• When people are

father apart on a moving sidewalk, fewer people pass the pillar every minute.

Page 16: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

A Sidewalk ModelA Sidewalk Model

The sidewalk with 16 people has a higher frequency than the sidewalk with 4 people.

Page 17: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Frequency and Wavelength

• Smaller frequencies result in longer wavelengths.

• Higher frequencies result in shorter wavelengths.

• This is true for all waves that travel at the same speed. As the frequency of a wave increases, its wavelength decreases.

Page 18: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Color and Pitch

• Because frequency and wavelength are related, either the wavelength or frequency of a light wave determines the color of the light.

• Either the wavelength or frequency determines the pitch of a sound wave.

Page 19: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Color and PitchColor and Pitch

If you look at the visible light, red has the longest wavelength (lowest frequency) and violet has the shortest wavelength (highest frequency) of the visible light.

Page 20: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Color and Pitch

• Pitch is how high or low a sound seems to be.

• Wavelength and frequency are also related for sound waves traveling in air.

• As the frequency of sound waves increases, their wavelengths decrease.

Page 21: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Color and Pitch• This figure shows how the frequency and

wavelength change for notes of a musical scale.

Page 22: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Wave Speed

• Why do people count how long it takes for the crash of thunder after seeing a bolt of lightning?

• Why do track referees tell the timers of the meet to watch for the smoke from the gun at the start and not to listen for the bang?

• Light travels through air at about 300 million m/s. Sound travels through air at about 340 m/s.

Page 23: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Wave Speed

• The speed of any wave can be calculated from this equation.

• In this equation, the wavelength is represented by the symbol, λ, which is the Greek letter lambda.

Page 24: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Wave Speed

• When mechanical waves, such as sound, and electromagnetic waves, such as light, travel in different materials, they change speed.

• Mechanical waves usually travel faster in solids, and slowest in gases.

• Electromagnetic waves travel fastest in gases and slowest in solids.

Page 25: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Question 1What is represented by letter C in this illustration?

A. amplitudeB. crestC. rest positionD. trough

Page 26: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Answer

The answer is A. The amplitude of a transverse wave is a measure of how high the crests are or how deep the troughs are.

Page 27: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Question 2

The amplitude of a transverse wave is _______ the distance between a crest and a trough.

A. one-eighthB. one-fourthC. one-thirdD. one-half

Page 28: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Answer

The answer is D. The amplitude of a transverse wave is one-half the distance between a crest and a trough.

Page 29: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Question 3

Which property of waves is the number of wavelengths that pass a given point in 1 s.?

Answer

Frequency

Page 30: Wave Properties. AmplitudeWavelengthFrequency Wave Speed

Question 4

What is the formula for wave speed?

Answer: frequency X wavelength