8: Data Manipulation Flashcards

1
Q

Slice Select Gradient (SSG)

A

produces a linear shift of the magnetic field resulting in a positive and negative tilt.

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2
Q

Slice Select Gradient Amplitude

A

The strength of the energy used to create the variation

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3
Q

Increasing Slice Select Gradient Amplitude will result in:

A

a steeper tilt allowing the ability to scan thinner slices.

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4
Q

After the SSG selects the slice:

A

fill in frequency and phase information (encoding) with the echoes gathered from the pulse sequence

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5
Q

Raw data

A

K space image, no anatomy
Center - Contrast
Peripheral - Resolution

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6
Q

K Space

A

raw data storage, collection of a variety of numerical values corresponding to the spatial frequency and phase values of the resultant pulse.
Data is scattered and not identical to an MR image.

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7
Q

K Space Center

A

Contrast

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8
Q

K Space Peripheral (boundry)

A

Resolution, Frequency, Phase, Matrix

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9
Q

What is the most essential contributor to image contrast?

A

effective TE

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10
Q

Where is TE located in K Space?

A

Closest to the center

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11
Q

K Space filling

A

occurs when high and low spatial frequencies fill empty k space.

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12
Q

Where are lower spatial frequencies found in K space?

A

Middle

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13
Q

Where are higher spatial frequencies located in K space?

A

Boundaries, Peripheral

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14
Q

The lines of K Space filled during each TR period is (directly or indirectly) related to the number of echoes collected per TR.

A

Directly

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15
Q

What is found in the center of K Space? (3)

A
  1. High amplitude
  2. Lower spatial frequency
  3. Contrast
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16
Q

What is found in the peripheral of K Space? (3)

A
  1. Low amplitude
  2. Higher spatial frequency
  3. Resolution
17
Q

3 Types of K Space Filling:

A
  1. Cartesian
  2. Spiral
  3. Keyhole
18
Q

Cartesian K Space filling:

A

traditional, Fills data row by row from left to right or left to right

19
Q

Spiral K Space filling:

A

beginning in the center, raw data is filled like a backwards maze beginning with contrast data

20
Q

Keyhole K Space filling:

A

Normally used for dynamic studies, in which lower spatial frequency data (contrast) is filled to show infiltration of contrast - higher spatial frequency is filled once. Repetitively fills the contrast over time, gets brighter.

Pituitary, Prostate

21
Q

Spiral K Space filling is also called:

A

Elliptical filling

22
Q

MaxIP (Maximum Intensity Projection)

A

Post processing technique which allows:
1. Cutting of subtracted (dark) background
2. Highlighting of high intensity blood vessels
3. Manipulation of images to visualize blood vessels in various projections and positions

23
Q

MinIP (Minimum Intensity Projection)

A

MRA or CT Post-processing technique which allows for cutting of hyperintense or bright structures.

Ideal application for hypodense structures such as the lungs, biliary tree, and pancreatic duct.

24
Q

MPR (Multiplanar Reconstruction)

A

3D post-processing technique which allows for reformatting of in both slice and acquisition planes.

25
Q

MPR is only possible if the image is a _______ due to: (3)

A

3D Isotropic volume due to
1. High SNR
2. Thin slices
3. No gaps

unlike 2D.

26
Q

Isotropic:

A

Volumetric ROI that has EQUAL width, height, and depth of each voxels

Rubix cube

27
Q

Anisotropic

A

Volumetric ROI that has UNEVEN width, height, and depth of each voxels

28
Q

During 3D acquisitions, voxels can be configured to be: (2)

A
  1. Rectangular - linear anatomical structures
  2. Square - routine anatomy
29
Q

To maintain isotropic volume, 4 categorizes need to be accounted for:

A
  1. volume thickness (mm)
  2. number of slices
  3. FOV (mm)
  4. Matrix (phase only)
30
Q

Formula for maintaining Isotropic Volume:

A

Slice Thickness FOV
___________________ = ________________
Number of slices Matrix (phase)

31
Q

If a technologist selects a 3D volume slab with a FOV of 20cm, a matrix of 512 x 288 and a volume with a 24mm thickness. How many slices are needed to maintain an isotropic 3D sequence?

A

Slice Thickness FOV
___________________ = ________________
Number of slices Matrix (phase)

24mm 200mm
__________ = _________________
solve for x 288 phase lines

cross multiply
200x = 24 x 288
200x = 6,912
6,912 / 200 = 34.56 slices

Answer = 35 slices

32
Q

Subtraction

A

technique where pre-contrast T1 is digitally subtracted from identical post-contrast T1 images.

33
Q

Apparent Diffusion Coefficient (ADC)?How is it measured?

A

Diagnostic assessment tool used to evaluate diffusion of water within a specific area of tissue by mapping acquisitions with different b-values. mm2/s (millimeters squared per second)

34
Q

Diffusion coefficients:

A

a set of true numerical values for certain diffusivity rates

35
Q
A