Tomographic imaging is a technique for exploration of a cross-section of an inspected object without destruction. Normally, the input data, known as the projections, are gathered by repeatedly radiating coherent waveform through the object in a number of viewpoints, and receiving by an array of corresponding detector in the opposite position. In this research, as a replacement of radiographs, the series of photographs taken around the opaque object under the ambient light is completely served as the projections. The purposed technique can be adopted with various beam geometry including parallel-beam, cone-beam and spiral cone-beam geometry. From the process of tomography, the outcome is the stack of pseudo cross-sectional image. Not the int...
Existing algorithms for exact helical cone beam (HCB) to-mographic reconstruction are computationall...
Abstract—A new class of acquisition schemes for helical cone-beam computed tomography (CB-CT) scanni...
Long-object problem and short-object problem both deal with reconstruction problems with truncated c...
Tomographic imaging is a technique for exploration of a cross-section of an inspected object without...
Tomographic imaging is a technique for exploration of a cross-section of an inspected object without...
To my parents The art of medical computed tomography is constantly evolving and the last years have ...
With the introduction of 2D flat-panel X-ray detectors, 3D image reconstruction using helical cone-b...
In order to increase scanning speed, the trend in clinical helical CT has been toward more detector ...
Abstract. Next generation helical cone-beam CT will feature pitches around 80 mm. It is predicted th...
Algebraic reconstruction methods are used widely for limited view tomography. They have been preferr...
Since the development of multi-slice helical CT, cone-beam reconstruction with a helical vertex path...
The principle issue addressed in this dissertation is generalized tomographic reconstruction from fa...
A cone beam micro-CT system is set up to collect truncated helical cone beam data. This system inclu...
In this paper, a Feldkamp type approximate reconstruction algorithm is presented for helical cone-be...
For many years the FDK algorithm has been the standard algorithm for the reconstruction of projectio...
Existing algorithms for exact helical cone beam (HCB) to-mographic reconstruction are computationall...
Abstract—A new class of acquisition schemes for helical cone-beam computed tomography (CB-CT) scanni...
Long-object problem and short-object problem both deal with reconstruction problems with truncated c...
Tomographic imaging is a technique for exploration of a cross-section of an inspected object without...
Tomographic imaging is a technique for exploration of a cross-section of an inspected object without...
To my parents The art of medical computed tomography is constantly evolving and the last years have ...
With the introduction of 2D flat-panel X-ray detectors, 3D image reconstruction using helical cone-b...
In order to increase scanning speed, the trend in clinical helical CT has been toward more detector ...
Abstract. Next generation helical cone-beam CT will feature pitches around 80 mm. It is predicted th...
Algebraic reconstruction methods are used widely for limited view tomography. They have been preferr...
Since the development of multi-slice helical CT, cone-beam reconstruction with a helical vertex path...
The principle issue addressed in this dissertation is generalized tomographic reconstruction from fa...
A cone beam micro-CT system is set up to collect truncated helical cone beam data. This system inclu...
In this paper, a Feldkamp type approximate reconstruction algorithm is presented for helical cone-be...
For many years the FDK algorithm has been the standard algorithm for the reconstruction of projectio...
Existing algorithms for exact helical cone beam (HCB) to-mographic reconstruction are computationall...
Abstract—A new class of acquisition schemes for helical cone-beam computed tomography (CB-CT) scanni...
Long-object problem and short-object problem both deal with reconstruction problems with truncated c...