4.2 measuring waves Flashcards

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1
Q

when would waves need to be measured

A

for example when intercontinental phone calls ae made the em waves are sent from ground transmitters to satellites where the are converted into electric waves and then back into sound waves when they hit another ground transmitter

need to measure the different types of waves at different stages to check that they aren’t being distorted

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2
Q

displacement definition

A

the distance and direction from its equilibrium position

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3
Q

defintion of amplitude

A

the maximum displacement of a vibration particle

e.g for a transverse wave this os the maximum height of a wave away from the equilibrium position

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4
Q

definition of wavelength

A

the least distance between 2 adjacent vibrating particles with the same displacement and velocity at the same time

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5
Q

definition of a complete wave cycle

A

from maximum displacement to the next maximum displacement

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6
Q

definition of a period of a wave

A

the time for one complete wave to pass through a fixed point

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7
Q

defitnion of the frequency of a wave

A

the number of cycles of vibrations of a particle per second, or the number of complete waves passing a point per second

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8
Q

what happens to the wavelength if the wave is of a higher frequency

A

the wavelength becomes shorter

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9
Q

what is the time taken for one cycle equal to

A

1/f

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10
Q

different calculation for wave speed

A

distance travelled one cycle / time taken for one cycle

lambda/ 1/f = f labda

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11
Q

wave speed =

A

frequency * wavelength

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12
Q

what is the phase of a vibrating particle at certain time

A

the fraction of the cycle that it has completed since the start of the cycle

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13
Q

what is the phase difference between 2 particles vibrating at the same frequency

A

the fraction of the cycle between the vibrations of the two particles measured in either degrees or radians

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14
Q

what does one cycle equal in degrees and radians

A

2 pi
360 degrees

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15
Q

the phase difference in radians =

A

2piD / lambda

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16
Q

1/4 lambda =

A

1/2 pi

17
Q

1/2 lambda =

A

1 pi

18
Q

3/4 lambda =

A

3/2 pi

19
Q

lambda =

A

2 pi