C H A P T E R 16 Waves and Sound. 16.1 The Nature of Waves.

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C H A P T E R 16 Waves and Sound

Transcript of C H A P T E R 16 Waves and Sound. 16.1 The Nature of Waves.

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C H A P T E R   16Waves and Sound

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16.1 The Nature of Waves

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16.1 The Nature of Waves

Wave is a traveling disturbance.

Wave carries energy from place to place.

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Types of waves

There are two basic types of waves:

Transverse and longitudinal waves.

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Transverse waves

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Transverse waves

A transverse wave is one in which the disturbance is perpendicular to the direction of travel of the wave.

Examples: Light wave, waves on a guitar string.

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Longitudinal Waves

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Longitudinal Waves

Longitudinal wave is one in which the disturbance is parallel to the line of travel of the wave.

Example: Sound wave in air is a longitudinal wave.

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Water Waves

Water waves are partly transverse and longitudinal.

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16.2 Periodic WavesPeriodic waves are waves that repeat.

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Amplitude, Wavelength, and Period

The amplitude, A is the maximum disturbance. The wavelength, λ  is the horizontal length of one cycle of the wave.The period, T is the time required for one complete up/down cycle of the wave.

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Frequency

Frequency is the number of waves per unit time.

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Wave Speed

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Wave Speed

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Radio Waves

FM vs AM: What's the difference?

AM: The amplitude of the signal is varied to incorporate the sound information. Frequencies are in kHz.

FM: The frequency of the carrier signal is varied to incorporate the sound information. Frequencies are in MHz.

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FM vs AM Advantages and Disadvantages

FM signals are not affected by static.With an FM broadcast, slight changes in amplitude don't matter -- since the audio signal is conveyed through changes in frequency, the FM receiver can just ignore changes in amplitude.

AM carrier waves have much longer wavelengths than FM carrier waves, and as a result, they can bend around obstacles like mountains and buildings better than FM waves and can travel greater distances before the signal fades.

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16.3. The Speed of a Wave on a String

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16.3. The Speed of a Wave on a String