EXAM #14 — PHYSICS UNIT 07 Flashcards

1
Q

Define: a. gradient magnetic field.

A

magnetic fields that change linearly over the magnet bore

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2
Q

Define: b. logical gradients.

A

slice select, frequency encoding, and phase encoding gradients

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3
Q

Define: c. spatial localization.

A

the process of locating each voxel of tissue in an imaging volume, and positioning it correctly in the image

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4
Q

Define: d. gradient slope.

A

the amount of change in strength of a gradient magnetic field

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5
Q

Define: e. magnet isocenter.

A

the center of the primary magnetic field in all three planes

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6
Q

Define: f. slice selection gradient.

when is it switched on?

A

the logical gradient that localizes tissue in the imaging plane, is switched on during RF transmission

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7
Q

Define: g. frequency encoding gradient.

when is it switched on?

A

logical gradient that localizes tissue perpendicular to the imaging plane- is switched on during signal reception

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8
Q

Define: h. readout gradient.

A

same as frequency encoding gradient

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9
Q

Define: 1. phase encoding gradient.

when is it switched on?

A

logical gradient that localizes tissue perpendicular to the imaging plane- is switched on before the refocusing pulse

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10
Q

Define: j. RF transmit bandwidth.

A

the range of frequencies of transmitted RF

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11
Q

Define: k. RF receive bandwidth.

A

the range of frequencies of received RF

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12
Q

Define: 1. slice thickness.

A

the amount of tissue that is imaged with each slice, affects spatial resolution

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13
Q

Define: m. sampling rate.

A

the frequency at which a waveform is sampled, or how many times per second the MR signal is sampled

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14
Q

Define: n. sampling time.

A

the amount of time during which a waveform is sampled

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15
Q

Define: o. k-space.

A

the frequency- and phase- encoded raw data map of an MR image

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16
Q

Define: p. image matrix.

A

the number of frequency and phase encoding steps used to spatially localize an image

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17
Q

Define: r. partial or fractional echo imaging.

A

a method of imaging whereby only half of k­ space in the frequency encoding axis is filled during acquisition, and the other half is calculated by the MR system

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18
Q

Define: s. partial or fractional averaging.

A

a method of imaging whereby only half of k­ space in the phase encoding axis is filled during acquisition, and the other half is calculated by the MR system

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19
Q

Define: u. 2D k-space filling.

A

a method of imaging whereby the first line of k-space for each slice is filled, then the second line for each slice is filled, and so on until all lines are filled

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20
Q

Define: v. 3D k-space filling.

A

a method of imaging whereby an entire volume of tissue is excited by the RF transmission, and slices are divided up after image acquisition

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21
Q

Define: w. centric ordered k-space filling.

A

filling the central phase encoding steps of k­ space first, then filling toward the outer edges

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22
Q

Define: x. Fourier transformation.

A

the mathematical calculation that converts waveforms into discrete values that describe signal strength at each frequency

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23
Q

Define: y. field of view (FOV).

A

the area of the volume to be imaged

24
Q

Define: z. slice dephasing.

A

the dephasing of spins within a slice that is caused by the gradient magnetic field

25
Q

Define: aa. slice profile.

A

the shape of the transmitted RF pulse

26
Q

Define: aa. slice profile.

A

the shape of the transmitted RF pulse

27
Q

explain the relationship between gradient magnetic fields and the local magnetic field experienced by tissues along the gradient.

A

where the gradient add to the primary magnetic field, the tissues experience a higher local magnetic field, where the gradient subtracts from the primary field, the tissues experience a lower local field strength

28
Q

explain the relationship between gradient magnetic fields and the precessional frequencies of spins along the gradient.

A

where the gradient add to the primary magnetic field, the tissues experience a higher frequency, where the gradient subtracts from the primary field, the tissues experience a lower frequency

29
Q

explain “steep” and “shallow” gradient slopes and how they are used to describe the change in magnetic field strength over the length of the gradients.

A

a steep gradient is one in which the magnetic field strength changes a lot over the length of the gradient, a shallow gradient is one that changes little

30
Q
  1. identify which physical gradient coil pair(s) perform(s) slice selection during axial, sagittal, coronal, and oblique imaging in a superconducting MRI system.
A

axial- slice select is the Z gradient

sagittal- slice select is the X gradient

coronal- slice select is the Y gradient

oblique- slice selection is performed by more than one physical gradient

31
Q
  1. describe how the slice select gradient slope affects slice thickness.
A

a steep slice select gradient produces thinner slices, a shallow slice gradient produces thicker slices

32
Q
  1. describe how the RF transmit bandwidth affects slice thickness.
A

a narrower (decreased) transmit bandwidth produces thinner slices, a wider (increased) bandwidth produces thicker slices

33
Q
  1. identify the logical gradient that is on during RF transmission.
A

slice select

34
Q
  1. identify the logical gradient that is on during MR signal reception.
A

frequency encoding or read-out

35
Q
  1. identify the logical gradient that is on before the refocusing pulse.
A

phase encoding

36
Q
  1. state the Nyquist theorem.
A

a waveform must be sampled at least twice per cycle to represent it accurately

37
Q
  1. explain the relationship between RF receive bandwidth and sampling rate that is necessary to satisfy the Nyquist theorem.
A

they must change proportionally- e.g. as bandwidth increases, sampling rate must increase in order to sample accurately

38
Q
  1. explain the relationship between sampling time and sampling rate that is necessary to satisfy the Nyquist theorem.
A

they are inversely proportional- e.g. as sampling time decreases, sampling rate must increase; as sampling rate decreases, sampling time must increase, etc.

39
Q
  1. explain the relationship between sampling time and RF receive bandwidth that is necessary to satisfy the Nyquist theorem.
A

they are inversely proportional- e.g. as bandwidth increases (wider), sampling time may decrease, as bandwidth decreases (narrower), sampling time must increase. etc.

40
Q
  1. describe a “fine” and “coarse” image matrix.
A

a fine matrix divides the image matrix into smaller pixels; a coarse matrix divides the image matrix into larger pixels

41
Q
  1. explain how the numbers of phase and frequency encodings affect the image matrix.
A

a fine matrix contains many frequency and/or phase encoding steps, a coarse matrix contains fewer frequency and/or phase encoding steps

42
Q
  1. identify the number of lines of k-space that are phase encoded during each TR period.
A

one

43
Q
  1. describe how a change in the number of phase encoding steps affect the imaging time of a sequence.

as the number of phase encoding steps increases, the scan time _____ proportionally

A
  1. describe how a change in the number of phase encoding steps affect the imaging time of a sequence.

as the number of phase encoding steps increases, the scan time increases proportionally

44
Q
  1. identify the area of k-space in which the highest amplitude of MR signal is placed.
A

the center of k-space, or the shallow phase encoding steps

45
Q
  1. identify the area of k-space that determines image resolution.
A

the outer edges, or the steep phase encoding steps

46
Q
  1. identify the area of k-space that determines tissue contrast.
A

the center, or the shallow phase encoding steps

47
Q
  1. explain how RF transmit bandwidth and sampling time affect slice profile.
A

the narrower (lower) the bandwidth the squarer the slice profile; the longer the sampling time the squarer the slice profile

48
Q
  1. explain how changes in RF transmit bandwidth affect the duration of the RF pulse.
A

a narrower (lower) bandwidth requires a longer RF pulse duration, a wider (higher) bandwidth allows a shorter RF pulse duration.

49
Q
  1. explain how changes in RF receive bandwidth affect the minimum TE and TR of a pulse sequence.
A

an wider (higher) receive bandwidth makes a shorter TE and TR possible, a narrower (lower) receive bandwidth makes a longer TE and TR necessary

50
Q
  1. explain how changes in RF transmit bandwidth affect the minimum TE and TR of a pulse sequence.
A

a wider (higher) transmit bandwidth makes a shorter TE and TR possible, a narrower (lower) transmit bandwidth makes a longer TE and TR necessary

51
Q
  1. explain how changes in sampling rate affect the minimum TE and TR of a pulse sequence.
A

a faster sampling rate makes a shorter TE and TR possible, a slower sampling rate makes a longer TE and TR necessary

52
Q
  1. describe the effect that the frequency encoding gradient and RF receive bandwidth have on the field of view (POV).
A

the FOV can be decreased by using a steeper frequency encoding gradient or a narrower (lower) receive bandwidth (or both); the FOV can be increased by using a shallower frequency encoding gradient or a wider (higher) receive bandwidth (or both)

53
Q
  1. identify which ai: as of k-space are filled with steep and which are filled with shallow phase encoding gradients.
A

the outer edges are filled with steeper phase encoding gradients; the center of k-space is filled with shallow phase encoding gradients

54
Q
  1. calculate pixel size of an image when given the POV, number of Frequency Encoding points, number of Phase Encoding steps, and slice thickness.
A

formula [POV (FE)/# FE points] x [POV (PE)/# PE steps] x [5mm slice thickness]

example [256mm / 256] x [256mm / 256] x [5mm] = 1mm x 1mm x 5mm

55
Q
  1. recognize the following on a pulse sequence diagram:
    a. frequency encoding gradient.
    b. rephasing lobe of the frequency encoding gradient.
    c. phase encoding gradient.
    d. slice select gradient.
    e. rephasing lobe of the slice select gradient.
A
  1. recognize the following on a pulse sequence diagram:
    a. frequency encoding gradient.
    b. rephasing lobe of the frequency encoding gradient.
    c. phase encoding gradient.
    d. slice select gradient.
    e. rephasing lobe of the slice select gradient.