Huygen's Principle & Attenuation Flashcards

1
Q

Huygen’s Principle

A

each point source creates its own wavelet, and from them a collective wavefront forms

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2
Q

divergence

A

the spreading out of a wave as it travels further from the source

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3
Q

diffraction

A

divergence of a wave after passing through a small aperture

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4
Q

interference

A

the combining of waves as they travel

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5
Q

constructive interference

A

sum of the amplitudes in waves that are in phase with one another resulting in a single with larger amplitude

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6
Q

destructive interference

A

sum of the amplitudes in waves that are out of phase with one another resulting in a wave with smaller or fully neutralized amplitude

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7
Q

beat frequency

A

sum of the amplitudes in two waves of similar frequency resulting in a new wave with areas of alternating increased and decreased amplitudes

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8
Q

sensitivity

A

ability to detect weak echoes

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9
Q

What type of resolution is affected by divergence?

A

lateral resolution

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10
Q

nodes

A

points of low pressure/minimum fluctuation on a standing wave

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11
Q

antinodes

A

points of high pressure/maximum fluctuation on a standing wave

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12
Q

standing wave

A

sum of two waves propagating in opposite directions, resulting in a wave oscillating around a fixed axis which has a series of alternating nodes and anti-nodes

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13
Q

standing wave envelope

A

the abstract boundary of the maximum fluctuations of a standing wave as it oscillates around a fixed axis

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14
Q

each point source creates its own beam, and collectively a wavefront is created

A

Huygen’s Principle

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15
Q

the spreading out of a wave as it travels further from the source

A

divergence

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16
Q

divergence of a wave after passing through a small aperture

A

diffraction

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17
Q

the combining of waves as they travel

A

interference

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18
Q

sum of the amplitudes in waves that are in phase with one another resulting in a single with larger amplitude

A

constructive interference

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19
Q

sum of the amplitudes in waves that are out of phase with one another resulting in a wave with smaller or fully neutralized amplitude

A

destructive interference

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20
Q

sum of the amplitudes in two waves of similar frequency resulting in a new wave with areas of alternating increased and decreased amplitudes

A

beat frequency

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21
Q

ability to detect weak echoes

A

sensitivity

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22
Q

points of low pressure/minimum fluctuation on a standing wave

A

nodes

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23
Q

points of high pressure/maximum fluctuation on a standing wave

24
Q

sum of two waves propagating in opposite directions, resulting in a wave oscillating around a fixed axis which has a series of alternating nodes and anti-nodes

A

standing wave

25
the abstract boundary of the maximum fluctuations of a standing wave as it oscillates around a fixed axis
standing wave envelope
26
Huygen sources, aka
point sources
27
point sources, aka
Huygen sources
28
Huygen wavelet
single wave emitted from a Huygen source
29
single wave emitted from a Huygen source
Huygen wavelet
30
relationship between size of sound source & rate of divergence
inverse relationship
31
How many decibels are in a Bel?
10 decibels per Bel
32
How many Bels are in a decibel?
1/10 Bels per decibel
33
units of attenuation or gains
decibels
34
units of intensity
mW/cm2
35
attenuation
weakening of a sound beam as it travels
36
weakening of a sound beam as it travels
attenuation
37
dominant factor contributing to attenuation in soft tissues
absorption
38
absorption
conversion of sound energy to heat
39
conversion of sound energy to heat
absorption
40
attenuation coefficient
amount of attenuation that occurs with each centimeter the sound travels
41
amount of attenuation that occurs with each centimeter the sound travels
attenuation coefficient
42
five causes of attenuation
absorption, reflection, refraction, scatter, wave-front divergence
43
absorption, reflection, refraction, scatter, wave-front divergence
causes of attenuation
44
three causes for variance of attenuation
nature of tissue, frequency, depth
45
nature of tissue, frequency, depth
causes for variance of attenuation
46
State the attenuation coefficient in soft tissue
0.5 dB are attenuated in one centimeter for every 1 MHz
47
Is total attenuation expressed as a positive or negative?
positive
48
Is attenuation expressed as a positive or negative?
negative
49
Are gains expressed as a positive or negative?
positive
50
What are the relationships btwn attenuation, frequency and depth?
as attenuation is directly proportional to frequency and inversely proportional to depth
51
half-value layer
the thickness of a medium that causes the sound wave to lose half the intensity of its original value
52
the thickness of a medium that causes the sound wave to lose half the intensity of its original value
half-value layer
53
three factors that influence absorption
frequency, viscosity, relaxation time
54
frequency, viscosity, relaxation time
three factors that influence absorption
55
explain how viscosity influences absorption
more friction btwn the molecules
56
explain how frequency influences absorption
more friction btwn molecules, more often
57
explain how relaxation time influences absorption
it takes more energy to move the molecules in the opposite direction when they are still moving have not yet come to rest