TRANSVERSE PERIODIC WAVES

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53 Terms

1
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What happens when a mass vibrates up and down with a rope fastened to it?

A transverse periodic wave travels along the rope.

2
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What does the wave consist of?

Crests and troughs.

3
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What is the displacement of the crest in a wave?

Above its equilibrium position.

4
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What is the displacement of the trough in a wave?

Below its equilibrium position.

5
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What does every point on the rope execute ideally?

Simple harmonic motion with same amplitude and frequency.

6
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How do wave crests and troughs travel?

They replace one another as the wave travels.

7
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How do the rope points oscillate?

Up and down.

8
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What is the amplitude of the wave?

Maximum value of displacement in crest or trough, equal to vibrator's amplitude.

9
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What is wavelength in a periodic wave?

Distance between any two consecutive crests or troughs.

10
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What symbol denotes wavelength?

Greek letter lambda.

11
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How can wave speed be measured directly?

By timing the motion of a wave crest over a measured distance.

12
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How can wave speed be found indirectly?

From frequency and wavelength.

13
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What does Fig. 8.4 show?

Periodic wave moving to the right, snapshots every one-fourth of a time period.

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How far does a crest move in one period?

One wavelength.

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What is the formula for wave speed v?

v equals lambda divided by time period.

16
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What does one divided by time period equal?

Frequency of the wave.

17
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Final formula for wave speed using frequency?

v equals frequency times lambda.

18
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What does the sine curve represent?

Periodic waves generated by simple harmonic motion.

19
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What do points like C and C prime in Fig. 8.5 show?

They move in unison, in phase.

20
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What does being 'in phase' mean?

Identical displacements and velocities.

21
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How does C prime relate to C in phase?

C prime leads C by one time period or two pi radians.

22
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What is the phase angle phi at a distance x?

Phi equals two pi times x divided by lambda.

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What do points D and D prime show?

Points separated by whole multiples of lambda are in phase.

24
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What is the condition for two points to be in phase?

Separated by lambda, two lambda, three lambda, and so on.

25
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Can in-phase points be anywhere?

Yes, not just highest or lowest points.

26
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What are examples of in-phase points besides crests or troughs?

Points like P, P prime, P double prime, and so on.

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What’s the distance between any two in-phase points?

Lambda.

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What are points called if they’re exactly out of step?

Out of phase.

29
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What happens when C reaches max upward and D max downward at the same time?

C starts going down and D starts going up.

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What are points separated by lambda over two, three lambda over two, five lambda over two called?

Out of phase.

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32
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Transverse periodic wave

A wave that travels along the rope with crests and troughs when one end is vibrated up and down.

33
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Crest

Part of the wave where the rope is displaced above the equilibrium position.

34
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Trough

Part of the wave where the rope is displaced below the equilibrium position.

35
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Simple harmonic motion on rope

Every point on the rope executes simple harmonic motion with same amplitude and frequency.

36
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Amplitude of wave

Maximum value of displacement in crest or trough, equal to amplitude of vibrator.

37
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Wavelength (lambda)

Distance between any two consecutive crests or troughs.

38
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Greek letter for wavelength

Lambda.

39
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Measuring wave speed directly

By timing the motion of a wave crest over a measured distance.

40
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Measuring wave speed indirectly

Using the wave’s frequency and wavelength.

41
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Speed of wave formula

Speed equals lambda divided by time period.

42
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Frequency (f)

Frequency equals one divided by time period.

43
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Wave speed (frequency form)

Speed equals frequency times lambda.

44
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Sine curve in wave motion

Graphical representation of periodic waves produced by simple harmonic motion.

45
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In-phase points

Points with identical displacements and velocities, vibrating together.

46
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Phase lead of one time period

Two pi radians.

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Phase angle formula

Phase angle equals two pi times x divided by lambda.

48
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Distance for in-phase points

Lambda, two lambda, three lambda, and so on.

49
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In-phase locations

Any points on wave, not just crests or troughs, moving identically.

50
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Out-of-phase points

Points exactly out of step, like crest versus trough at same instant.

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Out-of-phase distance

Lambda over two, three lambda over two, five lambda over two, and so on.

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