A closer look at CT scanning

Similar documents
Fundamentals of CT imaging

Radiology. Marta Anguiano Millán. Departamento de Física Atómica, Molecular y Nuclear Facultad de Ciencias. Universidad de Granada

Corso di laurea in Fisica A.A Fisica Medica 4 TC

Shadow casting. What is the problem? Cone Beam Computed Tomography THE OBJECTIVES OF DIAGNOSTIC IMAGING IDEAL DIAGNOSTIC IMAGING STUDY LIMITATIONS

Spiral CT. Protocol Optimization & Quality Assurance. Ge Wang, Ph.D. Department of Radiology University of Iowa Iowa City, Iowa 52242, USA

Ch. 4 Physical Principles of CT

MEDICAL IMAGING 2nd Part Computed Tomography

Image Acquisition Systems

3/27/2012 WHY SPECT / CT? SPECT / CT Basic Principles. Advantages of SPECT. Advantages of CT. Dr John C. Dickson, Principal Physicist UCLH

Tomographic Reconstruction

CT Basics Principles of Spiral CT Dose. Always Thinking Ahead.

Computer-Tomography II: Image reconstruction and applications

RADIOLOGY AND DIAGNOSTIC IMAGING

MEDICAL EQUIPMENT: COMPUTED TOMOGRAPHY. Prof. Yasser Mostafa Kadah

Optimization of CT Simulation Imaging. Ingrid Reiser Dept. of Radiology The University of Chicago

Multi-slice CT Image Reconstruction Jiang Hsieh, Ph.D.

Digital Image Processing

Computed Tomography. Principles, Design, Artifacts, and Recent Advances. Jiang Hsieh THIRD EDITION. SPIE PRESS Bellingham, Washington USA

MEDICAL IMAGING 2nd Part Computed Tomography

CLASS HOURS: 4 CREDIT HOURS: 4 LABORATORY HOURS: 0

Brilliance CT Big Bore.

BME I5000: Biomedical Imaging

Optimisation of Toshiba Aquilion ONE Volume Imaging

Biomedical Imaging. Computed Tomography. Patrícia Figueiredo IST

8/7/2017. Disclosures. MECT Systems Overview and Quantitative Opportunities. Overview. Computed Tomography (CT) CT Numbers. Polyenergetic Acquisition

Physical bases of X-ray diagnostics

Introduction to Biomedical Imaging

[PDR03] RECOMMENDED CT-SCAN PROTOCOLS

CT vs. VolumeScope: image quality and dose comparison

Discrete Estimation of Data Completeness for 3D Scan Trajectories with Detector Offset

CT: Physics Principles & Equipment Design

Computed Tomography. Principles of Medical Imaging. Contents. Prof. Dr. Philippe Cattin. MIAC, University of Basel. Sep 26th/Oct 3rd, 2016

Principles of Computerized Tomographic Imaging

Medical Image Processing: Image Reconstruction and 3D Renderings

ML reconstruction for CT

Enhancement Image Quality of CT Using Single Slice Spiral Technique

Applying Hounsfield unit density calibration in SkyScan CT-analyser

Scatter Correction for Dual source Cone beam CT Using the Pre patient Grid. Yingxuan Chen. Graduate Program in Medical Physics Duke University

ImPACT. Information Leaflet No. 1: CT Scanner Acceptance Testing

Cardiac Dual Energy CT: Technique

First CT Scanner. How it Works. Contemporary CT. Before and After CT. Computer Tomography: How It Works. Medical Imaging and Pattern Recognition

TEP Hounsfield units. Related topics Attenuation coefficient, Hounsfield units

DUE to beam polychromacity in CT and the energy dependence

GPU implementation for rapid iterative image reconstruction algorithm

Improvement of Efficiency and Flexibility in Multi-slice Helical CT

Some reference material

8/2/2016. Measures the degradation/distortion of the acquired image (relative to an ideal image) using a quantitative figure-of-merit

Diagnostic imaging techniques. Krasznai Zoltán. University of Debrecen Medical and Health Science Centre Department of Biophysics and Cell Biology

Metal Artifact Reduction CT Techniques. Tobias Dietrich University Hospital Balgrist University of Zurich Switzerland

Computer-Tomography I: Principles, History, Technology

Medical Imaging BMEN Spring 2016

Micro-CT Methodology Hasan Alsaid, PhD

Whole Body Submillimeter Scan

Computed tomography (Item No.: P )

Design and performance characteristics of a Cone Beam CT system for Leksell Gamma Knife Icon

Constructing System Matrices for SPECT Simulations and Reconstructions

Equipment Specification

Computational Medical Imaging Analysis

INTERNATIONAL STANDARD

HIGH-SPEED THEE-DIMENSIONAL TOMOGRAPHIC IMAGING OF FRAGMENTS AND PRECISE STATISTICS FROM AN AUTOMATED ANALYSIS

Enhanced material contrast by dual-energy microct imaging

An approximate cone beam reconstruction algorithm for gantry-tilted CT

Basics of treatment planning II

Effect of Scattering on the Image. Reducing Compton Scatter with a Grid

Computed tomography - outline

AAPM Standard of Practice: CT Protocol Review Physicist

3-D PET Scatter Correction

Energy resolved X-ray diffraction Cl. J.Kosanetzky, G.Harding, U.Neitzel

Implementation and evaluation of a fully 3D OS-MLEM reconstruction algorithm accounting for the PSF of the PET imaging system

Philips SPECT/CT Systems

CT NOISE POWER SPECTRUM FOR FILTERED BACKPROJECTION AND ITERATIVE RECONSTRUCTION

Introduction to Positron Emission Tomography

Beam Attenuation Grid Based Scatter Correction Algorithm for. Cone Beam Volume CT

Joint CI-JAI advanced accelerator lecture series Imaging and detectors for medical physics Lecture 1: Medical imaging

Recognition and Measurement of Small Defects in ICT Testing

Financial disclosure. Onboard imaging modality for IGRT

UvA-DARE (Digital Academic Repository) Motion compensation for 4D PET/CT Kruis, M.F. Link to publication

Comparison of Scatter Correction Methods for CBCT. Author(s): Suri, Roland E.; Virshup, Gary; Kaissl, Wolfgang; Zurkirchen, Luis

Fits you like no other

C a t p h a n / T h e P h a n t o m L a b o r a t o r y

Contrast Enhancement with Dual Energy CT for the Assessment of Atherosclerosis

Computed tomography of simple objects. Related topics. Principle. Equipment TEP Beam hardening, artefacts, and algorithms

Helical 4D CT pitch management for the Brilliance CT Big Bore in clinical practice

Whole Body MRI Intensity Standardization

PURE. ViSION Edition PET/CT. Patient Comfort Put First.

INTRODUCTION TO MEDICAL IMAGING- 3D LOCALIZATION LAB MANUAL 1. Modifications for P551 Fall 2013 Medical Physics Laboratory

Automated Image Analysis Software for Quality Assurance of a Radiotherapy CT Simulator

A new concept for high-speed atline and inline CT for up to 100% mass production process control allowing both 3D metrology and failure analysis

TomoTherapy Related Projects. An image guidance alternative on Tomo Low dose MVCT reconstruction Patient Quality Assurance using Sinogram

Effects of the difference in tube voltage of the CT scanner on. dose calculation

AIDR 3D Iterative Reconstruction:

DEVELOPMENT OF CONE BEAM TOMOGRAPHIC RECONSTRUCTION SOFTWARE MODULE

LAB DEMONSTRATION COMPUTED TOMOGRAPHY USING DESKCAT Lab Manual: 0

Image Quality Assessment and Quality Assurance of Advanced Imaging Systems for IGRT. AAPM Penn-Ohio Chapter Sep 25, 2015 Soyoung Lee, PhD

Quality control phantoms and protocol for a tomography system

International Journal of Innovative Research in Advanced Engineering (IJIRAE) ISSN:

icatvision Quick Reference

Background. Outline. Radiographic Tomosynthesis: Image Quality and Artifacts Reduction 1 / GE /

Joint ICTP-TWAS Workshop on Portable X-ray Analytical Instruments for Cultural Heritage. 29 April - 3 May, 2013

An Acquisition Geometry-Independent Calibration Tool for Industrial Computed Tomography

Transcription:

Vet Times The website for the veterinary profession https://www.vettimes.co.uk A closer look at CT scanning Author : Charissa Lee, Natalie Webster Categories : General, Vets Date : April 3, 2017 A basic CT unit consists of a gantry containing an x-ray source and x-ray detector system, a patient table and an operator console. Patients are positioned on the table, in the centre of the gantry. The horizontal plane (patient width) is described as the x-axis and the vertical plane (patient height) described as y-axis. There is also a third dimension the z-axis along the length of the patient table. Image acquisition and reconstruction Figure 1. The photoelectric effect. The x-ray ejects an electron from the inner shell and is completely absorbed. An electron from the outer shell fills the position and the ejected photoelectron produces ionisations in the tissue. As x-ray beams pass through the patient, energy is attenuated. The amount of attenuation depends on the type of tissue, as dictated by two main mechanisms: photoelectric effect (Figure 1) and Compton scattering (Figure 2)1. 1 / 22

Unlike radiographs, where attenuation is qualitative, attenuation in CT is quantitative. The detector measures the attenuation the fraction of radiation removed along the path of the x-ray beam through the patient. However, to differentiate the attenuation of tissues along the way, a set of projections is required, and a mathematical process called filtered back projection is applied. This allows mean attenuation values to be given to each small cubical section along the path of the x-ray beam. These small cubical sections, also known as voxels, together make a thin slice of the body. The attenuation values for each voxel are then transformed into Hounsfield units (HU) or CT numbers, and normalised to a reference material, such as water (CT number 0)2,3. Each voxel corresponds to a pixel in the CT image and the CT number for it is represented as a shade of grey thus giving a map of the distribution of tissue types within a slice. As CT numbers from scanners range from about?1,000 to +3,000, more than 4,000 shades of grey need to be displayed. However, we can generally only discern around 30 shades4. Figure 2. Compton scattering. The incoming x-ray ejects an electron from the outer shell and is scattered rather than absorbed. The ejected photoelectron produces further ionisations in the tissue and is eventually absorbed by the patient. Furthermore, as many soft tissue numbers fall within a narrow part of the range between air and bone (Table 1), by evenly spreading out the full CT number range over discernible grey levels, many of these structures would have the same level of grey as their surroundings. To counteract this problem, the technique of windowing can be performed, whereby window width is the range of CT numbers to display and window level is defined as the mid-point in that range. CT numbers above and below that range would be set to white and black respectively2,4. 2 / 22

CT scanners In first generation scanners, the x-ray tube and detector are both locked in relative position and orientation, and x-rays are filtered and collimated to produce a pencil beam (Figure 3). Acquisition of a single slice involved translating the tube and detector across the patient width-wise, rotating a degree and repeating the same process until 180 of data is obtained. This is known as a translate-rotate system. However, the time taken to obtain a single slice was approximately four to five minutes. Thus, first generation scanners are not commonly used in clinical practice2,4. Second generation scanners have both the x-ray tube and detectors locked in relative position. However, instead of a pencil beam, a fan beam was used, and the number of detectors on the other side of the patient was increased (Figure 4). Second generation scanners are known as multidetector translate-rotate systems. Compared with first generation scanners, scan times could be reduced to as low as 20 seconds, but, due to the use of multiple detectors, scatter radiation was more pronounced, even with the use of grids and collimators4. Third generation scanners are the basis for most CT scanners at present. In these scanners, although the x-ray tube and detectors are locked in relative position, the fan beam is sufficiently wide enough to cover the whole cross section of the patient (Figure 5). To acquire a slice, the tube and detector rotate 360 around the patient to obtain data. Third generation scanners are known as rotate-rotate type systems. Without the need for translational motions, scan times became as low as 0.5 seconds4,5. Detectors in fourth generation scanners are placed in a 360 stationary ring and only the x-ray tube rotates, making it a fixedrotate system (Figure 6). Image acquisition is achieved by the collection of a complete fan beam view by one detector. In other words, data measured by one detector as the x-ray tube rotates is similar to one third generation fan beam view2. However, due to the high costs associated with having many detectors, and the large size of the unit, fourth generation CT scanners are not often used for multislice CT units5. 3 / 22

Figure 3. First generation CT scanner geometry. 4 / 22

Figure 4. Second generation CT scanner geometry. 5 / 22

Figure 5. Third generation CT scanner geometry. 6 / 22

Figure 6. Fourth generation CT scanner geometry. 7 / 22

Figure 7. Designs of various 16-slice detector systems. Inner detectors can collect 16 thin slices or be combined to collect thicker slices. A = GE Healthcare, B = Philips and Siemens, C = Toshiba. Figure 8. Designs of various 64-slice detector systems. A = GE Healthcare and Philips, B = Siemens, C = Toshiba. 8 / 22

Slip ring scanners Table 1. Typical CT number values4. The development of slip ring scanners came about following the need to reduce interscan times. In previous rotational scanners, due to electrical components such as cables, the scanners needed to stop after 360 and reverse direction before taking another slice. Using electrical brushes, slip ring technology allows electrical power to pass to the rotating components from stationary components. This results in continuous circular rotation of the rotating components, thus reducing interscan times. However, delays existed from having to move the table to the next slice position after each scan2. Helical and multislice CT Helical CT is the alternative to the axial step-and-shoot CT (scan-move-scan sequence). It uses slip ring technology for continuous tube and detector rotation, as well as continuous translation of the table through the gantry, allowing data to be acquired continuously. The result is an x-ray tube that takes a helical path relative to the patient, and a huge reduction in the time taken to scan a region of interest2,5. 9 / 22

Though total scan times became shorter, tube heating became a problem6. To address this, x-ray tubes were made with higher heat capacity and the idea of multislice CT was developed. In multislice CT, the x-ray beam is widened in the z-direction and multiple rows of detectors are added. This effectively allows for more coverage with each rotation, as well as reduces the total usage of the x-ray tube6. With scanning times reduced, better contrast resolution can be obtained with less motion artefacts5. Multislice detector systems are available in a range of designs, including 16-slice and 64-slice detectors (Figures 7 and 8)6. The sizes of the detectors determine the smallest possible slice thickness, while the collimators determine how many detectors are used. Detectors can also be combined in a process called binning, allowing for variations in slice thickness. Detector array designs can either have detectors with equal widths or detectors with unequal widths5. CT scan modes Scout scan Figure 9. Examples of CT scout images. 9a (left) is the scout sequence of the head. The orange lines represent the rostral and caudal extent of the CT scan and the green line represents the location of the CT slice displayed in 9b. A number of different scan modes are available for imaging. Scout scans are performed at the start of every CT study and are relatively low dose. This mode allows the user to define the scan region (Figure 9), as well as determine the amount of gantry tilt, if required, following which a sequential or helical scan can be performed5. Sequential scan A sequential scan involves sequential scanning of single slices. This was mainly used before helical scanning was made available, as it was time-consuming to move the patient into position between scans5. 10 / 22

Helical scan As aforementioned, helical scans included continuous rotation of the x-ray tube and detector as the table was moved smoothly through the gantry. As this mode allows for rapid image acquisition, data can be acquired in a single breath-hold, and contrast-enhanced angiography studies can be performed2. This is the most common mode for routine veterinary CT. Dynamic scan Table 2. Effects of high ma and high kv. Dynamic scanning involves taking a series of images sequentially at the same location. It can be used to assess the insertion of ectopic ureters, how masses change following administration of contrast or for quantitative analysis of tissue perfusion2. Other uses include observation of physiological processes, such as the contractile motion of the heart, or pathological processes, such as shunts5. Image parameter selection Current and kilovoltage Current (milliamperes; ma) usually ranges from 50mA to 400mA, and can be selected individually or as part of presets. Higher ma settings will help reduce noise, while lower settings increase the amount of noise. If a small slice thickness is used, an increase in noise will occur, hence, ma should be increased to help counteract this problem. Kilovoltage (kv) settings are usually set at 80kV, 100kV, 120kV or 140kV. For smaller patients, lower settings should be used. However, with lower kv settings, ma should be increased to maintain noise levels. For large patients, kv settings should not be too low, as it will result in lower 11 / 22

x-ray penetration, and may lead to decreased contrast resolution. Table 2 summarises these effects. Both current and kilovoltage add to the x-ray tube heat load. Therefore, limits exist as to how high both can be used. If higher doses are required, it is better to increase the ma settings rather than the kv settings7. Figure 10a. This shows an optimal display field. 12 / 22

Figure 10b. A display field of view that was too large when the CT study was obtained. Note the difference in resolution of the vertebral bony detail in 10b compared with 10a. 13 / 22

Figure 11. Data at similar locations along the helix are interpolated to form a 360 data set along the reconstruction plane, which is reconstructed to form an axial slice. Field of views When the x-ray fan beam hits detectors on the opposite side of the gantry, it results in a wedgeshaped area exposed to radiation. The scan field of view is thus the area of the gantry of circularly overlapping wedges. It should always be selected to be larger than the maximum diameter of the patient to avoid out-of-field artefacts. The display field of view is the area in the scan field of view from which the image is reconstructed. It should be kept as small as possible to maximise image resolution (Figure 10)7. Thickness, interval and helical pitch 14 / 22

Slice thickness has an inverse relation to image noise and resolution. In other words, thin slices result in sharp, but noisy, images. Having thin slices also leads to prolonged scan times and increased heat loads, so it may not be possible to choose thin slices to scan a large area. On the other hand, thick slices may not be able to detect things smaller than the slice width. For example, lung nodules may be missed if they are smaller than the slice width; they will still be visible, but may be blurred on the image. Thus, an initial slice width of 3mm to 5mm is recommended for screening metastatic lung disease and, if required, a short thin-slice series can be performed as a follow-up7. Slice interval is only applicable for non-helical modes and is the interval between CT slices. Most scanners will automatically input a slice interval equal to the slice width, to ensure a continuous image. However, this is limited by the x-ray tube heat capacity. One way around this is to acquire a small series of continuous slices, with gaps in between. This can be used for the scanning of intervertebral disc disease, whereby gaps can be left over the vertebral bodies7. For single-slice CT, pitch is described as the relationship between the distance the table moves and the slice thickness in one 360 rotation. For example, if the slice thickness is 10mm, and the table moves 10mm in one rotation, the pitch is 1. For multislice CT, pitch can be described as the relationship between the distance the table moves and either the width of all detectors combined (collimator pitch) or the width of each detector (detector pitch; Figure 11). Existing data at similar locations along the helix are mathematically interpolated to form a data set, which is then reconstructed to form an image. The higher the pitch, the more mathematical interpolation inaccuracies and the more blurred the image7. A pitch of less than one would result in overlapping data and higher x-ray doses, but produce sharper images. On the other hand, a pitch of more than one results in lower x-ray doses and faster scan times, but leads to gaps in exposed areas and a blurrier image4. For most clinical studies, a pitch of 1 to 1.5 is used8. 15 / 22

Figure 12a. CT images showing the difference between soft tissue and bone algorithms. 12a is a soft tissue algorithm with a soft tissue window applied, and B is a bone algorithm with a bone algorithm applied. Note in A the soft tissues have different shades of grey and are easier to evaluate than in 12b. Whereas in 12b, bony detail is visible of the vertebra and proximal ribs compared to 12a. 16 / 22

Figure 12b. CT images showing the difference between soft tissue and bone algorithms. 12a is a soft tissue algorithm with a soft tissue window applied, and B is a bone algorithm with a bone algorithm applied. Note in A the soft tissues have different shades of grey and are easier to evaluate than in 12b. Whereas in 12b, bony detail is visible of the vertebra and proximal ribs compared to 12a. 17 / 22

Figure 13a. CT images showing the difference between soft tissue and bone algorithms, with a bone window applied. 13a is a soft tissue algorithm with a bone window applied; note the blurry margins of the bone and loss of visualisation of the trabecular pattern. 18 / 22

Figure 13b. CT images showing the difference between soft tissue and bone algorithms, with a bone window applied. 13a is a soft tissue algorithm with a bone window applied; note the blurry margins of the bone and loss of visualisation of the trabecular pattern. 19 / 22

Figure 14a. CT images showing the difference between soft tissue and bone algorithms, with a soft tissue window applied. 14a is a soft tissue algorithm with a soft tissue window applied; note the smooth, well-defined appearance of the soft tissue abdominal organs. 14b is a bone algorithm with a soft tissue window applied. Note the grainy appearance of the abdominal organs and the lack of detail/differentiation between the organs. 20 / 22

Figure 14b. CT images showing the difference between soft tissue and bone algorithms, with a soft tissue window applied. 14a is a soft tissue algorithm with a soft tissue window applied; note the smooth, well-defined appearance of the soft tissue abdominal organs. 14b is a bone algorithm with a soft tissue window applied. Note the grainy appearance of the abdominal organs and the lack of detail/differentiation between the organs. Reconstruction filters As mentioned earlier, filtered back projections are required for image reconstruction. Back projections alone result in blurry images, but the application of a mathematical filter function helps with this. Note that the term filter is interchangeable with the term algorithm. 21 / 22

A standard thorax and abdomen CT study will usually be reformatted in soft tissue, bone and lung algorithms. Bone filters are used when structures of high contrast are imaged and high resolution is required so bone and tissue interfaces are sharp. However, a drawback of this is there is more noise. Soft tissue filters are used when structures have less contrast, and reduced noise is desired, for example, to distinguish lesions in soft tissue. Although resolution is lower, the trade off for reduced noise is acceptable4. It is important to view the CT study with appropriate filters applied to get the most information out of the study. Figure 12 illustrates the difference between soft tissue and bone algorithms. Once a mathematical algorithm has been applied, however, a window cannot be applied to change the type of algorithm. For example, if a bone algorithm is used, a soft tissue window cannot be applied to make it look like a soft tissue window. These are illustrated in Figures 13 and 14. References 1. Thrall DE and Widmer WR (2013). Radiation protection and physics of diagnostic radiology. In Thrall DE (ed), Textbook of Veterinary Diagnostic Radiology (6th edn), Saunders Elsevier, St Louis: 2-21. 2. Goldman LW (2007). Principles of CT and CT technology, Journal of Nuclear Medicine Technology 35(3): 115-128. 3. D Anjou M-A (2013). Principles of computed tomography and magnetic resonance imaging. In Thrall DE (ed), Textbook of Veterinary Diagnostic Radiology (6th edn), Saunders Elsevier, St Louis: 50-73. 4. Dennis MJ (2010). Computed tomography. In Encyclopedia of Medical Devices and Instrumentation, John Wiley and Sons, New York: 230-258. 5. Saunders J and Ohlerth S (2011). CT physics and instrumentation mechanical design. In Schwarz T and Saunders J (eds), Veterinary Computed Tomography (1st edn), John Wiley and Sons, West Sussex: 1-8. 6. Goldman LW (2008). Principles of CT: multislice CT, Journal of Nuclear Medicine Technology 36(2): 57-68; quiz: 75-76. 7. Schwarz T and O Brien R (2011). CT acquisition principles. In Schwarz T and Saunders J (eds), Veterinary Computed Tomography (1st edn), John Wiley and Sons, West Sussex: 9-28. 8. Saini S (2004). Multi-detector row CT: principles and practice for abdominal applications, Radiology 233(2): 323-327. 22 / 22 Powered by TCPDF (www.tcpdf.org)