Simple Harmonic Motion Flashcards

1
Q

What are the conditions for SHM?

A

Acceleration must be directly proportional to displacement, and must be acting in opposite directions.

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2
Q

Draw out the displacement-time graph of a simple harmonic system (starting from A=0).

A

Sine graph.

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3
Q

Draw out the velocity-time graph of a simple harmonic system (starting from A=0).

A

Cosine graph.

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4
Q

Draw out the acceleration-time graph of a simple harmonic system (starting from A=0).

A

-Sine graph.

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5
Q

With a simple pendulum, how is energy transferred during SHM?

A

Potential energy is transferred to kinetic energy, then back to potential energy and so on…

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6
Q

Why, in a simple pendulum, must the angle it is displaced by be less than 10 degrees?

A

Small angle approximation used in the formula, for larger values, the formula would not be valid.

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7
Q

What are the two types of spring-mass systems, and what energy do they transfer?

A

Horizontal: transfers EK to EPE
Vertical: transfers EK to EPE and PE

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8
Q

Draw out the energy-displacement graph of a simple harmonic system (starting from A=0).

A

KE: cosine graph
PE: the opposite

for values -A<x<A

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9
Q

Draw out the energy-time graph of a simple harmonic system (starting from A=maximum).

A

KE: Sine graph +1
PE: the opposite

For values t>0

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10
Q

What is damping?

A

Energy in an oscillating system is lost to the environment, leading to reduced amplitude of oscillations. Used to decrease the effects of resonance.

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11
Q

What are the 3 types of damping?

A

Light damping: amplitude decreases gradually.
Heavy damping: critical damping but slower.
Critical damping: reduces amplitude to zero in shortest possible time without oscillating.

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12
Q

What are forced vibrations?

A

When a system experiences an external driving force causing it to oscillate.

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13
Q

What is resonance?

A

When a system experiences an external driving force, where the driving frequency = natural frequency. Amplitude increases due to gaining energy from the driving force.

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