vibrations Flashcards

1
Q

Most of the vibrations in musical instruments and the human voice can be described approximately by

A

simple harmonic motion

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2
Q

An object will not vibrate if there is no restoring force causing it to want to return to its equilibrium position. If this force is proportional to the distance from equilibrium it is…and obeys Hooke’s law.

A

linear restoring force

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3
Q

if we double the displacement from equilibrium, the force acting to return the object to the equilibrium position also doubles. If the displacement is one third as big the force is one third as big and so on.

A

Hookes Law

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4
Q

What if the force is not proportional to the displacement? and does not obey Hookes Law

A

non-linear force

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5
Q

The simplest of all vibrations occurs when there is a Hooke’s law force and no friction acts. This type of motion is called

A

simple harmonic motion

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6
Q

If friction acts the motion will gradually stop. This is called

A

damped harmonic motion

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7
Q

A motion that repeats itself over time is said to be periodic and has… T measured in seconds

A

period

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8
Q

simple harmonic motion is an example of

A

periodic motion

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9
Q

The inverse of period is called the … f where f=1/T and is measured in hertz (hz)

A

frequency

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10
Q

This maximum displacement from equilibrium at a given point is called the

A

amplitude

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11
Q

This force always acts to push the object back towards its equilibrium position

A

restoring force

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12
Q

The… tells where we are in a cycle when we start making a time measurement of the motion. measured in radians (2pie=360 degrees)

A

phase

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13
Q

360 radians

A

2pie

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14
Q

180 radians

A

pie

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15
Q

90 radians

A

pie/2

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16
Q

45 radians

A

pie/4

17
Q

We can take data for the period starting at any time (not just at a maximum amplitude) and still accurately describe the motion by including the phase

A

phase angle

18
Q

sin

A

opposite/hypotenuse

19
Q

cos

A

adjacent/hypotenuse

20
Q

sinusoidal functions

A

sin and cos