Lect 6: Waves Flashcards

1
Q

the transfer of momentum and energy from one point to another
3 types: mechanical, electromagnetic, and matter

A

wave

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2
Q

type of wave that obeys laws of physics

need to travel through a medium

A

mechanical wave

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3
Q

type of medium that is perfectly elastic; wave maintains its shape; does not disperse
i.e. Ideal waves
ALL materials on the MCAT

A

nondispersive medium

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4
Q

2 types of mechanical waves

A

transverse

longitudinal

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5
Q

type of mechanical wave where the medium is displaced perpendicularly to the wave
i.e. waves on a string

A

transverse wave

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6
Q

type of mechanical wave where the medium is displaced parallel to the wave
i.e. sound waves

A

longitudinal wave

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7
Q

measured from any point on a wave to the point where the wave repeats itself (i.e. peak to peak / trough to trough)
x-axis = displacement of the wave
SI unit = meters

A

wavelength (lambda)

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8
Q

the number of wavelengths that pass a fixed point in one second
(cycles / second)
SI Unit = Hertz or 1 / sec

A

frequency (f)

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9
Q

Equation: Wave velocity

*Dictated by MEDIUM

A

V(wave) = frequency * wavelength

Note: MEDIUM dictates wave velocity, not the frequency or the wavelength

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10
Q

reciprocal of frequency
number of seconds it takes for one wavelength to pass a certain point
(seconds / cycle)

A

period (T)

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11
Q

Equation: Period

A

Period (T) = 1 / f

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12
Q

a wave’s maximum displacement from 0

always positive

A

Amplitude (A)

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13
Q

A wave function is always plotted against either ______ or _____

A

displacement or time

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14
Q

A medium’s _____ and _____ affect the velocity of a wave

A

elasticity (∆ shape)

inertia (∆ motion)

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15
Q

an object’s tendency to resist motion

inversely proportional to velocity

A

Intertia

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16
Q

For a gas, velocity ______ with temperate

A

increases

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17
Q

Waves (speed up / slow down) through a heavy medium

A

slow down

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18
Q

Waves (speed up / slow down) through a stiff medium

A

speed up

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19
Q
defines Power (rate at which a wave transfers Energy)
increases w/ the SQUARE of the AMPLITUDE and SQUARE of the FREQUENCY
SI unit = W / m^2
A

Intensity (I)

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20
Q

The wave source determine’s a wave’s _____ and ______.

A

Amplitude & Frequency

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21
Q

The medium through which a wave travels determines _____ and ______

A

Density and velocity

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22
Q

artificial scale to describe intensities

SI unit = Decibel (dB)

A

Intensity level (b)

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23
Q

If Intensity increases by a factor of 10, the decibels increase by ______

A

10 decibels

24
Q

If Intensity increases by a factor of 100, the decibels increase by ______

A

20 decibels

25
If I add 1 zero to intensity, I add _____ decibels
10 decibels
26
relates wavelength, frequency, place, and time or origin represented by a horizontal shift on a graph each wave represents 360º
phase of a wave
27
two waves of the same WAVELENGTH that begin at the same point
"in phase"
28
waves that are transverse and occupy the same space | add displacements at each point along the wave to form a new wave
Interference
29
the sume of the displacements of two waves creates a larger displacement
constructive interference
30
the sum of the displacements of two waves results in a smaller net displacement
destructive interference
31
occurs when 2 waves with slightly different FREQUENCIES are superimposed will experience BOTH constructive and destructive interference at different points
beat
32
difference in the frequency of the original two waves must = 0 for an instrument in perfect tune alternates up and down in intensity of the noise
beat frequency
33
Equation: Beat frequency:
f (beat) = | f1 - f2 |
34
what a tuner hears frequency creating this = the average of the frequencies from the fork and the instrument proportional to frequency
Pitch
35
the orientation of this waves depends on the density of the two media denser media: INVERTS wave less dense medium: wave is turned UP
reflected up
36
When a wave transfers from 1 medium to another, ____ changes but _____ stays the same
wavelength changes | frequency stays the same
37
the point where two sine waves w/ the same wavelength traveling in opposite directions collide on a perfectly elastic string does NOT move (x = 0)
node
38
points on perfectly elastic string where 2 sine waves w/ equal wavelengths experience the maximum constructive interference
antinode
39
a perfectly elastic string holds still at the nodes and moves violently up and down at the antinodes in this type of wave
standing wave
40
list of wavelengths from LARGEST to SMALLEST of possible standing waves
Harmonics
41
longest wavelength in a harmonic; created w/ the fewest nodes (2) distance from one medium to another = 1/2 * wavelength
Fundamental wavelength / first harmonic
42
created by adding another node between the two media in a harmonic distance between the two media = wavelength
second harmonic / wavelength 2
43
If only one side of a string is tied down or only one end of a pipe is open, the untied or open end is an ______. *When this happens, all of the even numbered harmonics are missing, and the length of the pipe/string equals the number of harmonics times the wavelength divided by 4
antinode
44
If both sides of a string are tied down or both sides of a pipe are open, both sides of the pipe / string are called _____. *In this case, the length of the pipe/string equals the number of nodes times the wavelength divided by 2
nodes
45
causes by a standing wave | to vibrate at a string's natural frequency
resonate
46
a wave's natural frequency | found for any given harmonic by v = frequency * wavelength
resonant frequency
47
condition where the natural frequency and the driving frequency are equal for a wave
resonance
48
any motion that repeats itself
harmonic motion (periodic motion)
49
a perfect sine wave specific type of harmonic motion sinusoidal function in time objects in this type of motion exhibit similar properties: -acceleration is directly proportional to the displacement but w/ the OPPOSITE sign -aceleration and displacement are related by the square of the frequency -No energy is lost to the surroundings in the oscillation b/w kinetic energy and potential energy Ex: Pendulum Ex: Mass bouncing on the end of a massless spring
simple harmonic motion
50
simple harmonic motion that switches between kinetic and potential energy no energy lost to surroundings Ex: Pendulum
oscillation
51
Waves are unaffected by speed of the source if the sources moves relative to the receiver, each wave travels a different distance and receiver gets them at different frequencies
Doppler Effect
52
When teh source and observer get closer to each other (move toward each other) observed frequency ______ and observed wavelength ____
observed frequency increases | wavelength decreases
53
Equations: Doppler Effect
∆f / f (s) = v / c ∆v / wavelength (s) = v / c Note: v = speed at which objects approach each other
54
If the light source and the observer approach each other, _____ shortens and shows a blue shift.
Wavelength
55
If the light source and the observer move away from each other, wavelength lengthens and shows a ______ shift.
Red
56
Objects moving in the same direction at the same speed have no _____ and relative velocity = 0, so ∆f = 0
Doppler Effect