Image processing Flashcards
The mathematical filtration of CT data to enhance the appearance of specific tissue types is called
Convolution
This is what the computer system uses to enhance the appearance of certain tissues.
Compared to a 1.25 mm image, 3.75 mm data will demonstrate:
- Decreased image noise
2. Fewer total slices
Which of these image-processing technique in CT are only used in helical scanning?
Interpolation
The process of assigning a specific level of edge-enhancement to the CT image data is controlled by mathematical filters called:
- reconstruction algorithms
2, reconstruction filters - reconstruction kernels
The process of reconstruction in the CT computer system creates:
Image data
if the construction slice thickness is set to 3.0 mm.
The image data is 3.0 mm thick
What mathematical process prevents star-like artifacts from appearing on the CT images?
Back-projection filter
A region of interest (ROI) indicating an average Hounsfield unit (HU) of +39 mostly likely corresponds
Blood
Using a larger reconstruction slice thickness results
- Decreased image noise
2. Decreased spatial resolution
In the reconstructed image data, the distance from the start of one slice to the start of the next slice is defined as the:
Slice interval
Iterative reconstruction is an alternative to traditional reconstruction and helps to
- Reduce patient dose
- Increase image quality
A complex process.
Which of there scenarios will result in gaps in the reconstructed image information?
When the slice interval is greater than the slice thickness
Which three of these scan parameters can be changed retrospectively
- Scan start and end locations
- Slice thickness
- Display field of view (DFOV)
During a routine CT scan of a pediatric chest, the radiologist requests that the technologist reconstruct the image data with 1.25 mm slices rather than 2.5 mm slices. One negative effect of this change will be:
Increased image noise
What two combinations of reconstruction parameters could be used to create detailed images of the bony trabeculae?
- Thin slices
2. Edge-enchaining algorithms