Oscillations

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Last updated 11:06 AM on 5/5/26
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61 Terms

1
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What is displacement in SHM?

Distance from the equilibrium position.

2
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What is amplitude?

Maximum displacement from equilibrium.

3
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What is the period of an oscillation?

Time taken for one full oscillation.

4
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What is frequency?

Number of oscillations per second.

5
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What is the unit of frequency?

Hertz (Hz).

6
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What is the relationship between frequency and period?

f = 1/T.

7
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What is phase difference?

Fraction of an oscillation between two oscillators.

8
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How is phase difference expressed in radians?

Δφ = fraction Ɨ 2Ļ€.

9
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What is angular frequency?

Rate of change of angular position.

10
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What is the equation for angular frequency?

ω = 2Ļ€f.

11
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What is the unit of angular frequency?

Radians per second (rad s⁻¹).

12
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What is simple harmonic motion (SHM)?

Oscillation where acceleration is proportional to displacement and directed towards equilibrium.

13
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What is the SHM acceleration equation?

a = āˆ’Ļ‰Ā²x.

14
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What does the negative sign in a = āˆ’Ļ‰Ā²x show?

Acceleration acts towards equilibrium.

15
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What does isochronous mean?

Period is independent of amplitude.

16
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Are SHM oscillations isochronous?

Yes.

17
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How can the period of SHM be measured?

Time several oscillations and divide by the number.

18
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Why time multiple oscillations instead of one?

To reduce percentage uncertainty.

19
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What is a fiducial marker used for?

A fixed reference point for timing.

20
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Where is the fiducial marker usually placed?

At the equilibrium position.

21
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State the displacement equation using sine

x = A sin(ωt).

22
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When is x = A sin(ωt) used?

When motion starts at equilibrium.

23
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State the displacement equation using cosine

x = A cos(ωt).

24
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When is x = A cos(ωt) used?

When motion starts at maximum displacement.

25
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What does A represent in SHM equations?

Amplitude.

26
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What does ω represent in SHM equations?

Angular frequency.

27
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How is velocity found from a displacement–time graph?

Gradient of the graph.

28
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Where is velocity maximum in SHM?

At equilibrium.

29
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Where is velocity zero in SHM?

At maximum displacement.

30
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Where is acceleration maximum in SHM?

At maximum displacement.

31
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Where is acceleration zero in SHM?

At equilibrium.

32
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State the velocity equation for SHM

v = Ā±Ļ‰āˆš(A² āˆ’ x²).

33
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State the maximum velocity equation

vmax = ωA.

34
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Where does maximum velocity occur?

At equilibrium (x = 0).

35
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What happens to kinetic energy at equilibrium?

It is maximum.

36
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What happens to potential energy at equilibrium?

It is minimum.

37
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Where is potential energy maximum in SHM?

At amplitude.

38
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What happens to kinetic energy at amplitude?

It is zero.

39
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Is total energy conserved in SHM?

Yes.

40
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What forms of energy interchange in SHM?

Kinetic and potential energy.

41
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What is damping?

Reduction in amplitude over time due to energy loss.

42
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What causes damping?

Resistive forces such as friction or air resistance.

43
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What is light damping?

Slow exponential decrease in amplitude.

44
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Give an example of light damping

A pendulum oscillating in air.

45
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What is heavy damping?

Rapid reduction in amplitude.

46
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Give an example of heavy damping

A pendulum oscillating in water.

47
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What is critical damping?

System returns to equilibrium in shortest time without oscillating.

48
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Give an example of critical damping

A pendulum in thick fluid (e.g. treacle).

49
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What is free oscillation?

Oscillation at natural frequency without external force.

50
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What is forced oscillation?

Oscillation due to an external periodic driving force.

51
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What is natural frequency?

Frequency an object oscillates at freely.

52
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What is resonance?

Large amplitude oscillation when driving frequency = natural frequency.

53
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What happens to amplitude at resonance?

It becomes maximum.

54
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What happens if there is no damping at resonance?

Amplitude increases until system failure.

55
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How does damping affect resonance amplitude?

Increased damping reduces peak amplitude.

56
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How does damping affect resonance frequency?

Peak shifts to slightly lower frequency.

57
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How can resonance be investigated experimentally?

Mass–spring system driven by oscillator.

58
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What is varied in a resonance experiment?

Driving frequency.

59
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What is measured in a resonance experiment?

Amplitude of oscillation.

60
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When is amplitude maximum in the experiment?

At natural frequency.

61
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Why film resonance experiments?

To measure amplitude more accurately.