Reconstruction and beam hardening artifacts can limit the quality of computed tomography (CT) data sets and cause problems for later steps which process these data sets. This paper presents an approach to combine additional X-ray images during CT reconstruction in order to reduce artifacts and to improve the accuracy of data extracted from the CT in subsequent processing steps. In order to achieve this, a modified version of filtered back projection is used. However, this technique can also be applied to other reconstruction algorithms like the maximum likelihood expectation maximization (MLEM). This approach has been investigated with both synthetic voxel data and physical X-ray computed tomography data
The thesis investigates the applications of iterative, statistical reconstruction (SR) algorithms in...
Model-based image processing is a collection of techniques that provides a systematic framework for ...
This thesis deals with various aspects of X-ray computed tomography (CT) from non-ideal projection d...
This study aims to address and test a new fusion reconstruction algorithm (FRA) applying to ill-pose...
X-ray Computed Tomography is a non destructive technique which allows for the visualization of the i...
The result of tomographic examination is a series of two-dimensional (2D) or three-dimensional (3D) ...
With the aid of X-ray Computed Tomography (CT) the internal structure of complex objects can be reco...
With the aid of X-ray Computed Tomography (CT) the internal structure of complex objects can be reco...
In computed tomography (CT) several physical effects reduce the quality of reconstructed CT images. ...
Despite major advances in x-ray sources, detector arrays, gantry mechanical design and special compu...
Despite major advances in x-ray sources, detector arrays, gantry mechanical design and special compu...
The thesis investigates the applications of iterative, statistical reconstruction (SR) algorithms in...
In this work, a novel physics-rich beam-hardening correction algorithm was developed for X-ray Compu...
The thesis investigates the applications of iterative, statistical reconstruction (SR) algorithms in...
Beam hardening in x-ray computed tomography (CT) is inevitable because of the polychromatic x-ray sp...
The thesis investigates the applications of iterative, statistical reconstruction (SR) algorithms in...
Model-based image processing is a collection of techniques that provides a systematic framework for ...
This thesis deals with various aspects of X-ray computed tomography (CT) from non-ideal projection d...
This study aims to address and test a new fusion reconstruction algorithm (FRA) applying to ill-pose...
X-ray Computed Tomography is a non destructive technique which allows for the visualization of the i...
The result of tomographic examination is a series of two-dimensional (2D) or three-dimensional (3D) ...
With the aid of X-ray Computed Tomography (CT) the internal structure of complex objects can be reco...
With the aid of X-ray Computed Tomography (CT) the internal structure of complex objects can be reco...
In computed tomography (CT) several physical effects reduce the quality of reconstructed CT images. ...
Despite major advances in x-ray sources, detector arrays, gantry mechanical design and special compu...
Despite major advances in x-ray sources, detector arrays, gantry mechanical design and special compu...
The thesis investigates the applications of iterative, statistical reconstruction (SR) algorithms in...
In this work, a novel physics-rich beam-hardening correction algorithm was developed for X-ray Compu...
The thesis investigates the applications of iterative, statistical reconstruction (SR) algorithms in...
Beam hardening in x-ray computed tomography (CT) is inevitable because of the polychromatic x-ray sp...
The thesis investigates the applications of iterative, statistical reconstruction (SR) algorithms in...
Model-based image processing is a collection of techniques that provides a systematic framework for ...
This thesis deals with various aspects of X-ray computed tomography (CT) from non-ideal projection d...