Chapter 6 K Space Flashcards

(35 cards)

1
Q

K space

A

stores data from spatial frequencies created from spatial encoding
- rectangular w/ 2 axes perpendicular

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2
Q

frequency axis

A

horizontal
- rows

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3
Q

phase axis

A

vertical
- columns

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4
Q

total number of K space areas

A

total number of selected slices

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5
Q

lowest numbers

A

near center

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6
Q

highest numbers

A

outer edges

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7
Q

upper portion lines

A

positive

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8
Q

lower portion lines

A

negative

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9
Q

lines filled with data determined by

A

polarity of phase encoding gradient

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10
Q

simplest method to fill K space

A

Cartesian
- filled linear (top to bottom)

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11
Q

frequency gradient is turned on

A

frequency echoes are digitized and data is acquired and located in K space

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12
Q

data arranged into

A

data points

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13
Q

number of data points determined by

A

frequency matrix
- process repeated for every slice

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14
Q

each gradient determines

A

how and when K space is filled

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15
Q

number of lines

A

number of phase matrix

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16
Q

number of data points

A

frequency matrix

17
Q

each line filled

A

single TR period

18
Q

wave form created by

A

plotting the change of phase of magnetic moments over time and distance

19
Q

make data into format for FFT to create image of slices

A
  • simplify the frequencies and amplitudes that are in the echo
  • digitize the echo- Analog to digital conversion
20
Q

analog

A

info about a variable illustrate in waveform

21
Q

digital shows

A

info in binary numbers

22
Q

analog digitization

A

takes place in the receiver coil or body of scanner

23
Q

number of data points horizontally

A

frequency matrix

24
Q

number of data points vertically

25
frequency matrix
long axis
26
phase matrix
short axis
27
two main components of pulse sequence
RF pulses and gradients
28
most optimum digital sampling frequency
Nyquist theorem
29
Nyquist frequency
highest frequency must be sampled twice as often to accurately represent
30
sampling window
how long the system has to acquire the data - time the frequency encoding gradient is on
31
data points that are collected during sampling time
frequency matrix
32
digital sampling frequency and sampling window determine
how many data points can be collected (freq matrix)
33
altering the receive bandwidth or frequency matrix
sampling window is changed and it impacts the TE
34
Fast Fourier Transform
mathematical conversion of frequency/ time domain to frequency/ amplitude
35