12 A Section review Flashcards

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1
Q

What do periodic oscillations look like?

A

A clock pendulum moving back and forth repeatedly.

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2
Q

What characteristic makes them especially different from other kinds of motion?

A

The motion of the object continually repeats itself.

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3
Q

What is the mathematical relationship between an oscillating system’s period and its frequency? What are the standard units for period? for frequency?

A

Frequency is the inverse of period and vice versa. Seconds. 1/S (1 divided by seconds).

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4
Q
  1. What force produces periodic oscillations? How does this force occur?
A

Restoring force. It wants to restore the object to the rest position.

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5
Q

How does the mass of an oscillating system generally affect its frequency?

A

The more massive a system is, the more slowly it will vibrate and the longer its period will be when other factors are held constant.

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6
Q

What happens to the amplitude of real-world periodic oscillations over time? Why does this occur?

A

The amplitude decreases. Because of the effect of friction on periodic motion.

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7
Q

What happens to an oscillating system’s amplitude when it begins to resonate?

A

The amplitude will increase.

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8
Q

What limits a resonating system’s amplitude?

A

The structure of the object.

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9
Q

T or F: Periodic motion includes regular back-and- forth oscillations and vibrations as well as circular motion.

A

True

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