Chapter 6: Wave phenomena Flashcards

1
Q

characteristic acoustic impedance is calculated how? (z)

A

z=pc

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2
Q

nonlinearity parameter is also called

A

B/A

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3
Q

Continuity of pressure is what?

A

the acoustic pressure must be continuous across the boundary. If it were discontinuous then there would be an infinite force as F=-gradp.

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4
Q

Continuity of normal particle velocity is what?

A

The particle velocities normal to the boundaries must be equal. The fluid must stay in contact.

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5
Q

What are the pressure transmission and reflection coefficients at normal incidence in the limit that z1» z2?

A

Z2/Z1=1

R+1=T Therefore T=2

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6
Q

How do you relate the intensity reflection and transmission coefficients and for pressure and energy ?

A

1+R=T

1=Re+Te

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7
Q

Scattering

A

refers to the reflection of sound from surfaces or heterogeneities in a medium. It includes reflection and diffraction

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8
Q

Diffraction

A

is usually used to refer to the ‘leakage’ of sound into ‘shadow zones’. Diffraction is the reason you can hear someone talking in the next room even though you cant see them. The sound waves ‘bend’ around the corners more than light waves do as they have a much longer wavelength.

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9
Q

What is the critical angle?

A

If the incidence angle becomes any larger, then R=1 and the incident wave will be totally reflected.

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10
Q

Scattering can be divided into 5 classes

A

molecular, diffusive, diffractive, specular and moving

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11
Q

Describe specular scatter

A

no wavelength dependence.

wavelength &laquo_space;a. Straightforward reflections as discussed in previous sections.

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12
Q

Diffractive scattering

A

wavelength ~= a includes small cysts or microcalcifications. scatter is anisotropic and there is a variable frequency dependence.

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13
Q

Describe diffusive scattering

A

Small scatterer in which lambda&raquo_space; a for a scatterer with characteristic size a.

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14
Q

Name three absorption mechanisms

A

1) Viscous losses due to shear and compressive stresses
2) Conversion of the wave energy into internal molecular states
3) Thermal conduction between regions of the wave at different temperatures.

basically thermal, and changing the state of the wave(remember they are diff) and a bit o’ friction.

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15
Q

If the pressure absorption coefficient alpha = 1dBcm^-1

a) What is the intensity absorption coefficient in dbcm^-1
b) What is the absorption coefficient in Nepers per cm?

A

a) 2dBcm^-1

b) 2/8.7

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16
Q

consistent

A

if it mathematically reduces to the continuous governing equations in the limit that the spatial and temporal steps reduce to zero.

17
Q

stable

A

a numerical model is stable if the errors in the numerical solution are bounded, that is they do not grow as the stimulation progresses

18
Q

convergent

A

a numerical model is convergent if the numerical solution approaches the exact solution as the size of the discrete spatial and temporal steps used in the model is reduced.

19
Q

What is piezoelectricity

A

a voltage can be generated by applying a compressive or tensile force on the crystal

20
Q

What is pyroelectricity

A

a voltage can be generated by applying heat as well as a force

21
Q

the piezoelectric materials used in ultrasound transducers have been poled. what is poling and why is this process necessary?

A

Poling is the process of increasing polarisation of a material by applying an external electric field to align the domains of the material.

22
Q

for a transmitting piezoelectric element with a matched load, show the q factor is 3/4 and the fractional bandwidth is 4/3.

A
23
Q

transmission constant

A

strain produced per unit of applied electric field

24
Q

Receiving constant

A

electric field generated per unit of applied stress

25
Q

electromechanical coupling factor

A

constant characterising the effectiveness of conversion of electrical energy to mechanical energy and vice versa

26
Q

assuming the sound speed of pzt is 4000m/s what thickness should the piezoelectric element be for a centre frequency of 2MHz?

A

10^3m

27
Q

What are the steps involved in poling?

A
  1. Heat the material beyond its Curie temperature (⇠200C for PZT).
  2. Apply a strong electric field (⇠2 kV/mm) to orientate the dipole moments (the domain
    polarities) in the same direction.
  3. Cool the material.
  4. Remove the electric field, leaving the polarisations of the domains more-or-less aligned.
28
Q

Two aspects to reducing resonance?

A
  1. Apply a thick absorbing backing, impedance-matched to the element, to absorb the backward travelling waves. This is typically some mixture of epoxy, which is absorbing, and a fillter material, If perfect matching is achieved, ringing is eliminated and the frequency response is the same as the matched load case.
  2. Apply a thin layer to the front face of the element with acoustic impedance between that of the element and that of water. This will allow more of the energy to transmit to the tissue and reduce the resonance.
29
Q

What does air-backed mean?

A

the acoustic properties of the medium adjacent to the rear face of the element are not the same as the element itself. The reflection coefficient for
a wave travelling through the element towards the back face will reflect with a reflection coefficient
of - 1, i.e., it will be inverted.