CT (image reconstruction)
Image reconstruction in computed tomography is a rapidly evolving industry, the race to produce an efficient yet accurate image reconstruction method while keeping scan dose to a minimum has defined improvements in CT over the past decade.
The principle behind image reconstruction in CT is the use of effect algorithms, as data is collected from CT detectors it needs mathematical algorithms to prepare the images for viewing.
The mathematical problem that CT image reconstruction is trying to solve is to compute the attenuation coefficients of different x-ray absorption paths (ray sum) that are obtained as a set of data (projection).
There are various algorithms used in CT image reconstruction, the following are some of the more common algorithms utilised in commercially available CT today.
iterative algorithm without statistical modelling
used originally by Hounsfield however not commercially used due to computer limitations
will use an assumption and will compare to the assumption with its measured data. Then will continue to make iterations until the two data sets are in agreement.
iterative algorithm with statistical modelling
iterative reconstruction with statistical modelling that takes into account either
optics (x-ray source, image voxels and detector)
noise (photon statistics)
physics (data acquisition)
object (radiation attenuation)
not used in the clinical setting, as it is unable to produce sharp images
known for its distinctive artefact that resembles a star
still widely used in CT today
utilises a convolution filter to alleviate the blurring associated with back projection
fast, however, has several limitations including noise and artefact creation
computed tomography (CT)
- CT technology
- CT image reconstruction
- CT image quality
- CT dose
- CT contrast
- patient-based artifacts
- physics-based artifacts
- hardware-based artifacts
- helical and multichannel artifacts
- windmill artifact
- cone beam effect
- zebra artifact
- stair-step artifact
- CT safety
- history of CT
- 1. Euclid Seeram. Computed Tomography. ISBN: 9780323312882