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DOI:10.2214/AJR.06.1153
AJR 2007; 188:1683-1690
© American Roentgen Ray Society


Original Research

Characterization of the Relation Between CT Technical Parameters and Accuracy of Quantification of Lung Attenuation on Quantitative Chest CT

Brian M. Trotta1, Alexander V. Stolin1, Mark B. Williams1, Spencer B. Gay1, Alan S. Brody2 and Talissa A. Altes3

1 Department of Radiology, University of Virginia Medical Center, Charlottesville, VA.
2 Department of Radiology, Cincinnati Children's Hospital Medical Center, Cincinnati, OH.
3 Department of Radiology, Children's Hospital of Philadelphia, 34th St. and Civic Center Blvd., Philadelphia, PA 19104.

Received August 28, 2006; accepted after revision January 15, 2007.

 
Address correspondence to T. A. Altes.

Supported by the Rare Lung Disease Consortium and National Institutes of Health grant NIH RR019498.


Abstract
Top
Abstract
Introduction
Materials and Methods
Results
Discussion
References
 
OBJECTIVE. The purpose of this study was to assess the compromise between CT technical parameters and the accuracy of CT quantification of lung attenuation.

MATERIALS AND METHODS. Materials that simulate water (0 H), healthy lung (–650 H), borderline emphysematous lung (–820 H), and severely emphysematous lung (–1,000 H) were placed at both the base and the apex of the lung of an anthropomorphic phantom and outside the phantom. Transaxial CT images through the samples were obtained while the effective tube current was varied from 440 to 10 mAs, kilovoltage from 140 to 80 kVp, and slice thickness from 0.625 to 10 mm. Mean ± SD attenuation within the samples and the standard quantitative chest CT measurements, the percentage of pixels with attenuation less than –910 H and 15th percentile of attenuation, were computed.

RESULTS. Outside the phantom, variations in CT parameters produced less than 2.0% error in all measurements. Within the anthropomorphic phantom at 30 mAs, error in measurements was much larger, ranging from zero to 200%. Below approximately 80 mAs, mean attenuation became increasingly biased. The effects were most pronounced at the apex of the lungs. Mean attenuation of the borderline emphysematous sample of apex decreased 55 H as the tube current was decreased from 300 to 30 mAs. Both the 15th percentile of attenuation and percentage of pixels with less than –910 H attenuation were more sensitive to variations in effective tube current than was mean attenuation. For example, the –820 H sample should have 0% of pixels less than –910 H, which was true at 400 mA. At 30 mA in the lung apex, however, the measurement was highly inaccurate, 51% of pixels being below this value. Decreased kilovoltage and slice thickness had analogous, but lesser, effects.

CONCLUSION. The accuracy of quantitative chest CT is determined by the CT acquisition parameters. There can be significant decreases in accuracy at less than 80 mAs for thin slices in an anthropomorphic phantom, the most pronounced effects occurring in the lung apex.

Keywords: chest CT • emphysema • lung disease • lung volume reduction surgery • radiation


Introduction
Top
Abstract
Introduction
Materials and Methods
Results
Discussion
References
 
The severity and progression of emphysema are assessed on the basis of clinical symptoms and spirometric findings, which are measures of global airflow obstruction. Both of these parameters are relatively insensitive to small changes in the amount of emphysematous tissue in the lung; in the absence of treatments that alter the course of the disease, they have been adequate for diagnosis and monitoring of emphysema progression. A treatment has become available, however, that may modify the course of emphysema related to {alpha}1-antitrypsin deficiency [15]. For smoking-related emphysema, lung volume reduction surgery (LVRS) improves lung function in some but not all patients [68]. Because of the morbidity and mortality of the procedure, it would be desirable to select only patients likely to respond well to LVRS. Results of preliminary studies suggest that quantitative CT may have a role in patient selection for LVRS [913]. A variety of pharmacologic and endobronchial treatments of patients with smoking-related emphysema also are under development [1, 5, 1419]. With the advent of these new treatments, it is important to have a sensitive and accurate test for assessing the degree of pulmonary emphysema to promote early detection of disease, monitoring of response to treatment, and initial drug validation. Quantitative chest CT has been proposed as a sensitive test for quantifying emphysematous change within the lung [2025].

It is estimated that between 15% and 25% of smokers will develop symptomatic emphysema [14, 2628]. It is plausible that early detection and early treatment with drugs being developed to modify the course of disease may provide the best outcome among these smokers. It therefore is important to accurately quantify lung attenuation on chest CT. Although accuracy and repeatability of the CT measurements used to quantify emphysema are essential, the radiation dose must be minimized to prevent excessive radiation exposure of patients, particularly if multiple CT scans are needed to track disease progression and response to treatment. Data comparing the radiation exposure of persons undergoing annual low-dose CT examinations with that of atomic bomb survivors suggest a small but statistically significant increase in the number of cases of cancer resulting directly from the radiation dose of annual low-dose chest CT scans [29]. To minimize risk to patients, the radiation dose from quantitative chest CT should be decreased to the minimum that produces accurate results. Use of lower doses, however, is associated with noise, artifacts, and unreliable assessment of tissue contrast enhancement [30]. Although it is desirable to minimize the radiation exposure of patients, the dose must be high enough for discrimination between two relatively low-contrast tissues—normal and emphysematous lung.


Figure 1
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Fig. 1 Photograph shows urethane samples representing lung attenuation of –650 (left) and –820 H (right).

 


Figure 2
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Fig. 2A Anthropomorphic thoracic phantom. Photograph in anterior projection shows samples at apex (position 1) and base (position 2) of lungs.

 


Figure 3
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Fig. 2B Anthropomorphic thoracic phantom. Photograph shows posterior view of phantom.

 
The purpose of this study was to quantify the compromise between the accuracy of lung attenuation measurements and the CT technical parameters used to determine radiation dose. Because of concerns about radiation exposure of human subjects, an anthropomorphic phantom was used for repeated measurements at varying radiation doses. The goal was to determine the minimum CT values for accurate quantification of emphysematous tissue in the lung.


Materials and Methods
Top
Abstract
Introduction
Materials and Methods
Results
Discussion
References
 
Samples simulating the CT attenuation characteristics of fluid, healthy lung, borderline emphysematous lung, and severely emphysematous lung were obtained. The fluid and severely emphysematous lung samples were tap water and air, respectively, inside thin-walled 40-mm-diameter plastic spheres (Ping Pong Ball, Wilson Sporting Goods). The normal and borderline emphysematous lung samples were 3 x 3 x 2 cm blocks of bubbled urethane with a mean attenuation of approximately –650 and –820 H, respectively (Fig. 1). Attenuation of –650 H is approximately the upper limit for healthy lung on an expiratory CT scan, and –820 H is approximately the upper limit of early emphysematous change. The lower upper values were selected to minimize the measured inaccuracies in 15th percentile of attenuation and percentage of pixels with attenuation less than –910 H. Had samples with the mean values been used, the errors in CT measurements would have been greater. We therefore biased the study toward finding the minimum error.

Transaxial CT images through the centers of the samples were obtained with the samples in three environments: approximately 5 cm above the CT table on a very thin plastic holder, in the base of an anthropomorphic thoracic phantom, and in the apex of the phantom (Fig. 2A, 2B). The samples in the apex of the phantom were arranged in a common transaxial plane with two samples in each of the hemithoraces. When the samples were placed in the base of the phantom, the samples also were arranged in a common transaxial plane with two samples in each hemithorax. Outside of the phantom, the four samples were aligned in a common transaxial plane.

A 1-second gantry rotation speed was used so that the tube current was numerically equal to effective tube current in the results presented. Transaxial slices in each of the three environments were obtained at varying effective tube currents, kilovoltages, and slice thicknesses on the 16-MDCT scanner (LightSpeed, GE Healthcare). Images were acquired in a step-and-shoot mode with a constant field of view of 36 x 36 cm. The physical aperture size was 1.25 mm for all detectors, referenced to the isocenter. Slices measuring 0.625 mm are obtained by collimation of the beam down to the inner halves of the two central detector rows. For slice thicknesses greater than 1.25 mm, data from adjacent detector rows were summed.

Tube current modulation was disabled for this investigation. The standard (soft-tissue) reconstruction kernel was used for all images. For measurement of the effects of tube current alone, the effective tube current was varied from 440 to 10 mAs at a constant 120 kVp and slice thickness of 0.625 mm. Tube voltage was varied from 140 to 80 kVp with a constant effective tube current of 200 mAs and slice thickness of 0.625 mm. The effects of slice thickness were studied between 0.625 and 10 mm at a constant 120 kVp and both 200 and 60 mAs. The CT scanner automatically switched from a focal spot size of 1.2 to 0.7 mm when the effective tube current was changed from 300 and 200 mAs. The focal spot size remained constant at 0.7 mm for all effective tube current values less than 200 mAs.

A rectangular region of interest (ROI) with an area of approximately 2 cm2 was drawn manually within the center of each of the sample materials for each image obtained at each of the various technical parameters. The mean ± SD of the CT attenuation of the pixels within the ROI was calculated. Most quantitative chest CT analysis programs perform histogram-based analysis of the lung attenuation values and produce metrics such as the 15th percentile of attenuation and percentage of the lung volume with attenuation below a threshold, typically approximately –910 H [25]. Thus a program (IDL, Research Systems) was developed to perform similar analyses within the ROIs, and the 15th percentile of attenuation and percentage of the pixels with attenuation less than –910 H were calculated within each ROI for each sample and each set of technical parameters. The percentage error (percentage difference) for each CT measurement in each sample and for each set of CT parameters was calculated as the absolute value of difference between the reference value and the measured value divided by the mean of the correct and measured values. The reference value for each metric was that obtained outside of the phantom at the highest effective tube current (440 mAs) because this current consistently had the lowest SD of mean attenuation and thus the lowest noise level.


Figure 4
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Fig. 3A Sample materials in three environments tested in phantom. Slice thickness is 0.625 mm and tube voltage, 120 kVp. Axial CT images acquired with high-dose (200 mA) technique outside phantom (A), at lung base (B), and at lung apex (C).

 


Figure 5
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Fig. 3B Sample materials in three environments tested in phantom. Slice thickness is 0.625 mm and tube voltage, 120 kVp. Axial CT images acquired with high-dose (200 mA) technique outside phantom (A), at lung base (B), and at lung apex (C).

 


Figure 6
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Fig. 3C Sample materials in three environments tested in phantom. Slice thickness is 0.625 mm and tube voltage, 120 kVp. Axial CT images acquired with high-dose (200 mA) technique outside phantom (A), at lung base (B), and at lung apex (C).

 


Figure 7
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Fig. 3D Sample materials in three environments tested in phantom. Slice thickness is 0.625 mm and tube voltage, 120 kVp. Axial CT images acquired with low-dose (30 mA) technique outside phantom (D), at lung base (E), and at lung apex (F). Degraded image quality is apparent in F.

 


Figure 8
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Fig. 3E Sample materials in three environments tested in phantom. Slice thickness is 0.625 mm and tube voltage, 120 kVp. Axial CT images acquired with low-dose (30 mA) technique outside phantom (D), at lung base (E), and at lung apex (F). Degraded image quality is apparent in F.

 


Figure 9
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Fig. 3F Sample materials in three environments tested in phantom. Slice thickness is 0.625 mm and tube voltage, 120 kVp. Axial CT images acquired with low-dose (30 mA) technique outside phantom (D), at lung base (E), and at lung apex (F). Degraded image quality is apparent in F.

 

Results
Top
Abstract
Introduction
Materials and Methods
Results
Discussion
References
 
Typical high- and low-dose CT images are shown in Figure 3A, 3B, 3C, 3D, 3E, 3F. Outside the phantom there was no apparent difference between high-dose and low-dose scans. At the base of the lungs, additional noise was evident on the 30-mA scan. At the apex of the lungs, there was significant degradation in image quality, streak artifacts, and increased noise being apparent on the low-dose image.

The variation in mean attenuation in relation to tube current is shown in Figure 4A, 4B, 4C, 4D for each of the three environments. Outside the phantom, mean attenuation did not change appreciably as the effective tube current was decreased for the range of values evaluated. At 30 mAs, the percentage error ranged from zero to 1.5% for the three lung samples. At the lung base in the phantom, the effects of a lower tube current were evident, a slight decrease in mean attenuation occurring at lower effective tube current. The mean attenuation in the normal lung sample decreased from –651 to –662 H as the tube current was decreased from 200 to 30 mAs, giving a percentage error of 2.5% at 30 mAs. At the apex of the lung, the mean attenuation was strongly dependent on tube current at currents less than approximately 60 mAs. The mean attenuation of the borderline emphysematous lung sample decreased from –815 to –860 H as the effective tube current was decreased from 200 to 30 mAs, moving the mean attenuation of the borderline emphysematous lung sample into the emphysematous range. This change represented a percentage error of 4.6% at 30 mAs.


Figure 10
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Fig. 4A Variation in mean attenuation in relation to tube current. Graph shows mean attenuation outside phantom. Error bars indicate SD, which is so small error bars are not evident. X, indicate 0 H; {blacksquare}, –650 H; {blacktriangleup}, –820 H; {diamondsuit}, –1,000 H.

 

Figure 11
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Fig. 4B Variation in mean attenuation in relation to tube current. Graph shows mean ± SD (error bars) attenuation at base of lung within phantom. To improve visualization of changes within samples of lung attenuation materials, water sample is not included. {blacksquare} indicate –650 H; {blacktriangleup}, –820 H; {diamondsuit}, –1,000 H.

 

Figure 12
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Fig. 4C Variation in mean attenuation in relation to tube current. Graph shows mean ± SD (error bars) attenuation at apex of lung inside phantom. {blacksquare} indicate –650 H; {blacktriangleup}, –820 H; {diamondsuit}, –1,000 H.

 

Figure 13
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Fig. 4D Variation in mean attenuation in relation to tube current. Graph shows SD of mean attenuation of healthy lung (–650 H) at three locations. Similar results were obtained with other samples. {blacksquare} indicate apex; {blacktriangleup}, base; {diamondsuit}, outside of phantom.

 
The change, or bias, in mean attenuation was greatest in the apex of the lung for all samples. In the apex, the bias was also greatest for the water sample, a change of –99 H occurring as the effective tube current was decreased from 440 to 30 mAs. The bias was the least for the severely emphysematous lung sample (air), a change of 29 H occurring as the effective tube current was decreased from 440 to 30 mAs. In some of the samples, bias occurred in the opposite direction: The mean attenuation of water, normal lung, and borderline emphysematous lung decreased as effective tube current was decreased, and that of the severely emphysematous lung increased with a decrease in effective tube current (see Discussion).

Outside of the phantom at high effective tube current, the SD of the measured attenuation of the pixels within the samples was very small. This finding indicated that the materials were very homogeneous in CT attenuation and that quantum noise was low (Fig. 4A, 4B, 4C, 4D). Inside the phantom, however, the SD of attenuation within the samples was even more dependent on tube current than was mean attenuation (Fig. 4A, 4B, 4C, 4D). Again, this dependence was greatest at the lung apex. For example, outside the phantom, the SD of the borderline emphysematous sample increased only 11 H as effective tube current was decreased from 440 to 10 mAs, most of the increase in SD occurring at effective tube currents less than 80 mAs. At 30 mAs outside the phantom, the maximum percentage error was 1.5% for the three lung samples. In the lung apex, the SD of the borderline emphysematous sample increased 99 H as effective tube current was decreased from 440 to 10 mAs, and the percentage error ranged from 4.2% to 12.8% for the three lung samples at 30 mAs. The increase in SD versus decreasing effective tube current appeared to be highly nonlinear at all three locations, an approximately exponential increase in SD occurring at low effective tube current (Fig. 4D).

The more commonly used metrics in quantitative CT, 15th percentile of attenuation and percentage of pixels with attenuation less than –910 H, proved more sensitive to variations in tube current than was mean attenuation. A larger error, or bias, was found with 15th percentile of attenuation than with mean attenuation for all samples and environments (Fig. 5A, 5B, 5C). This difference was most pronounced in the lung apex, where the 15th percentile of attenuation of the normal lung sample decreased from –687 to –957 H as the effective tube current was decreased from 200 to 30 mAs, changing the appearance from normal lung to emphysematous lung. In the lung apex, the 15th percentile of attenuation of the borderline emphysematous lung sample decreased from –848 to –999 H as the effective tube current was decreased from 200 to 30 mAs, changing the appearance from borderline emphysema to severe emphysema. The 15th percentile of attenuation of the severely emphysematous sample remained –1,000 H for all technical parameters in all three environments. At 30 mAs, the maximum percentage error for the three lung samples was 1.5% outside the phantom, 12.9% at the lung base, and 38.5% in the lung apex.


Figure 14
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Fig. 5A Mean attenuation in relation to tube current at 15th percentile of attenuation. {blacksquare} with solid line indicate mean attenuation of –650 H; {blacksquare} with dashed line, attenuation of –650 H at 15th percentile; {blacktriangleup} with solid line, mean attenuation of –820 H; {blacktriangleup} with dashed line, attenuation of –820 H at 15th percentile; {diamondsuit} with solid line, mean attenuation of –1,000 H; {diamondsuit} with dashed line, attenuation of –1,000 H at 15th percentile. Graph shows mean and 15th percentile of attenuation outside phantom.

 

Figure 15
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Fig. 5A Mean attenuation in relation to tube current at 15th percentile of attenuation. {blacksquare} with solid line indicate mean attenuation of –650 H; {blacksquare} with dashed line, attenuation of –650 H at 15th percentile; {blacktriangleup} with solid line, mean attenuation of –820 H; {blacktriangleup} with dashed line, attenuation of –820 H at 15th percentile; {diamondsuit} with solid line, mean attenuation of –1,000 H; {diamondsuit} with dashed line, attenuation of –1,000 H at 15th percentile. Graph shows mean and 15th percentile of attenuation at base of lung. 15th percentile of attenuation changes more with decreasing tube current than with mean attenuation.

 

Figure 16
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Fig. 5C Mean attenuation in relation to tube current at 15th percentile of attenuation. {blacksquare} with solid line indicate mean attenuation of –650 H; {blacksquare} with dashed line, attenuation of –650 H at 15th percentile; {blacktriangleup} with solid line, mean attenuation of –820 H; {blacktriangleup} with dashed line, attenuation of –820 H at 15th percentile; {diamondsuit} with solid line, mean attenuation of –1,000 H; {diamondsuit} with dashed line, attenuation of –1,000 H at 15th percentile. Graph shows mean and 15th percentile of attenuation at apex of lung. 15th percentile of attenuation changes more with decreasing tube current than with mean attenuation.

 

For percentage of pixels with attenuation less than –910 H, there was little change with changes in effective tube current. The samples outside the phantom for all three lung samples had 0% error at 30 mAs (Fig. 6A, 6B, 6C). The measurement was, however, quite sensitive to variations in tube current when the samples were in the lung base or apex and became highly inaccurate at lower tube currents. For normal lung (–650 H) and borderline emphysematous lung (–820 H), percentage of pixels with attenuation less than –910 H should be zero, as was found in samples outside the phantom. However, a large number of pixels had less than –910-H attenuation within these samples at lower tube currents. In a comparison of the three environments for the borderline emphysematous sample, the percentage of pixels within the ROI with values less than –910 H was 1% at 80 mA, 12% at 30 mA, and 39% at 10 mA at the lung base and 9% at 80 mA, 51% at 30 mA, and 85% at 10 mA at the lung apex.


Figure 17
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Fig. 6A Percentage of pixels with attenuation less than –910 H in relation to tube current. {blacksquare} indicates –650 H; {blacktriangleup}, –820 H; {diamondsuit}, –1,000 H. Graph shows percentage of pixels with attenuation less than –910 H outside phantom for samples of normal lung (–650 H), borderline emphysematous lung (–820 H), and severely emphysematous lung (–1,000 H).

 

Figure 18
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Fig. 6B Percentage of pixels with attenuation less than –910 H in relation to tube current. {blacksquare} indicates –650 H; {blacktriangleup}, –820 H; {diamondsuit}, –1,000 H. Graph shows percentage of pixels with attenuation less than –910 H at base of lung for normal lung (–650 H) and borderline emphysematous lung (–820 H), which overlap, and severely emphysematous lung (–1,000 H).

 

Figure 19
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Fig. 6C Percentage of pixels with attenuation less than –910 H in relation to tube current. {blacksquare} indicates –650 H; {blacktriangleup}, –820 H; {diamondsuit}, –1,000 H. Graph shows percentage of pixels with attenuation less than –910 H at apex of lung for normal lung (–650 H), borderline emphysematous lung (–820 H) and severely emphysematous lung (–1,000 H) samples.

 
The sensitivity of the mean ± SD of attenuation to variations in tube voltage and slice thickness was assessed. The mean ± SD of attenuation was found to vary slightly less with changes in tube voltage and slice thickness than with changes in tube current for the range of parameters evaluated. As tube voltage was decreased from 140 to 80 kVp, the mean attenuation for the borderline emphysematous sample decreased, and the SD of mean attenuation increased. The 15th percentile of attenuation also decreased as tube voltage was decreased, and the percentage of pixels with attenuation less than –910 H increased (Table 1).


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TABLE 1: Changes in Value of Four Measurements at Three Locations for Borderline Emphysematous Lung Sample with Decrease in Tube Kilovoltage from 140 to 80 kVp

 

The effects of slice thickness on mean attenuation were measured at two effective tube currents, 200 and 60 mAs. At the higher current, mean attenuation increased as the slice thickness was increased from 0.625 to 10 mm (Table 2). At the lower effective tube current of 60 mAs, mean attenuation increased even more as slice thickness was increased from 0.625 to 10 mm (Table 3). There was an approximately linear relation between slice thickness and mean attenuation. Linear regression with the equation mean attenuation = (15.5 x slice thickness) – 853 resulted in r = 0.91 for the borderline emphysematous sample. As expected, the SD decreased as slice thickness was increased from 0.625 to 10 mm, the lower effective tube current of 60 mAs being more sensitive to changes in slice thickness (Tables 2 and 3). The 15th percentile of attenuation also showed an approximately linear relation to slice thickness. Accuracy improved as slice thickness was increased. Linear regression with the equation 15th percentile = (10.7 x slice thickness) – 872 resulted in r = 0.86 for the borderline emphysematous sample.


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TABLE 2: Changes in Value of Four Measurements at Three Locations in Borderline Emphysematous Lung Sample with Increase in Slice Thickness from 0.625 to 10 mm

 

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TABLE 3: Changes in Value of Four Measurements at Three Locations in Borderline Emphysematous Lung Sample with Increase in Slice Thickness from 0.625 to 10 mm

 

Focal spot size automatically changed from 1.2 to 0.7 mm when the effective tube current was changed from 300 and 200 mAs. There were no discontinuities in any of the results as effective tube current was decreased from 300 to 200 mAs, so variation in focal spot size did not appear to influence the results.


Discussion
Top
Abstract
Introduction
Materials and Methods
Results
Discussion
References
 
We found that the accuracy of quantification of lung attenuation on CT of an anthropomorphic thoracic phantom varies with slice position. Noise and artifacts increase at the lung apex, where a number of high-attenuation structures (clavicles, scapula, upper ribs) surround the lung. This dependence on slice position is not surprising given the known increase in noise and artifacts in areas adjacent to high-attenuation structures on CT. The new result is that we quantified how this phenomenon affects the accuracy of quantitative chest CT and found that bias is introduced into mean attenuation as tube current is decreased to the values commonly used for low-dose chest CT. As expected, the SD of the measured attenuation increased with decreases in tube current. The increase was not linear, however, as predicted in theory but was approximately exponential, increasing at low effective tube current, likely because of the presence of reconstruction artifacts. Furthermore, the commonly used quantitative CT measurements were more sensitive to decreases in tube current than was mean attenuation.

Because smoking-related lung disease frequently is apically predominant, our findings have implications for the use of quantitative chest CT in the detection and quantification of smoking-related emphysema. At a low dose, errors in the apex tend to result in overestimation of the degree of emphysematous change, which biases whole lung–based metrics. A patient with apically predominate disease will appear to have more severe emphysema than a patient with an equal amount of emphysematous tissue with uniform or basally predominate disease. Furthermore, the errors will likely depend on the exact position of the shoulders and ribs relative to the lung parenchyma. Differences in the position of the patient's arms and shoulders during CT may result in differences in the measured amount of emphysematous tissue, particularly in the apices.

Inaccuracy of measured CT attenuation values in the lung apex is thought to be due to the surrounding bone structures, which decrease the number of photons detected with attenuation of the X-ray beam, reducing signal intensity and signal-to-noise ratio. The image thus has the appearance of increased noise. These structures also create artifacts such as streak and beam hardening, which are accentuated at low tube currents. Beam-hardening artifact was thought to cause bias in the mean attenuation we found at lower effective tube current because the bias was toward lower mean values for all samples except severely emphysematous lung (pure air) sample. The positive bias for the pure air sample occurred because the minimum attenuation reported by the CT scanner was set to –1,000 H, and noise in a material with an attenuation of –1,000 H can only increase the measured attenuation values. This phenomenon has implications for differentiating intrinsically low-contrast-enhancement and low-attenuation materials such as emphysematous and normal lung. The bias for severely emphysematous lung is positive, whereas the bias for normal or borderline emphysematous lung is negative. This phenomenon causes the measured values to approach each other, further decreasing the contrast between the tissues at low effective tube current and potentially rendering them indistinguishable. This phenomenon also likely causes overestimation of the amount of emphysema in patients with mild disease, particularly in the lung apices.

In the absence of surrounding structures, the SD of CT attenuation in homogeneous media should increase linearly as effective tube current is decreased, which was our finding for sample materials outside the phantom. However, we found an approximately exponential increase in SD in the lung apex, likely the result of the increasing severity of reconstruction artifacts. Furthermore, the commonly used quantitative CT measurement of 15th percentile of attenuation and percentage of pixels with attenuation less than –910 H were even more sensitive to reductions in tube current, becoming highly inaccurate at tube currents less than approximately 40 mA.

Studies have been conducted to assess the repeatability of low-dose quantitative chest CT. Stolk et al. [31] determined the repeatability of lung density measurements on low-dose CT in the quantification of emphysema in human subjects. Using CT settings of 140 kVp, 20 mAs, and a slice thickness of 2.5 mm, Stolk et al. found excellent repeatability of results of quantitative lung density analysis in 10 subjects with emphysema. Gierada [32] reached the same conclusion in a study of the repeatability of CT indexes in patients evaluated for LVRS. Although these studies of low-dose quantitative CT showed excellent reproducibility, none was designed to determine the accuracy of low-dose CT in the quantification of emphysema. In a more recent study, Shaker et al. [33] examined the reproducibility of CT measurement at tube currents of 8, 16, and 32 mA and with various reconstruction algorithms in patients with emphysema due to smoking and {alpha}1-antitrypsin deficiency. The results indicated good reproducibility regardless of the type of emphysema, radiation dose, or reconstruction algorithm. In accordance with our results, Shaker et al. concluded that the use of very low radiation doses results in overestimates of the amount of emphysematous tissue.

Reproducibility–repeatability and accuracy are two different, but essential, attributes of a good biomarker. That whole-lung quantitative CT measurements derived from low-dose CT scans are repeatable is not surprising given the law of large numbers and the relatively small fraction of the lung parenchyma in the lung apex. Our results, however, suggest that the accuracy of low-dose CT metrics is poor, especially on a regional basis.

In a recent study, Zaporozhan et al. [34] added simulated noise to the CT scans of 30 patients with severe emphysema to assess the influence of noise on the accuracy of CT emphysema metrics. Those authors found degraded accuracy at simulated effective tube currents less than 50 mAs. We found that the SD of measured attenuation did not increase linearly with decreasing tube current, as would be expected if noise from reduced tube current were the only factor degrading image quality; instead, the SD increased approximately exponentially. Thus the results of this simulation may represent a best-case scenario. Because our study was conducted with materials of known attenuation, we were able to directly measure the compromise between accuracy and dose. Although it is repeatable, CT quantification at tube current less than 80 mA becomes progressively more inaccurate at lower tube currents. This effect has important implications for the use of quantitative CT as a biomarker for emphysema.

Quantitative chest CT has been used as a biomarker for emphysema and is the only outcome measure that has shown a positive effect in patients with {alpha}1-antitrypsin deficiency treated with {alpha}1-antitrypsin replacement therapy. That study [15] was conducted with a high-dose CT technique. Concerns regarding radiation risk, however, make the use of low-dose technique at least theoretically attractive. We found that the accuracy of quantitative CT was greatly reduced at the tube currents commonly used with low-dose techniques but that this inaccuracy can be largely ameliorated with use of thick slices. However, advanced quantitative CT techniques used to automatically assess the airways require thin slices [35, 36]. A possible compromise is to acquire thin slices at a low dose and to reconstruct the scan with thicker slices. The thin slices would be used for the more advanced quantitative CT techniques, and the thicker slices would be used for the more common histogram-based metrics.

Because the repeated CT required for this study could not be performed on human subjects owing to the high radiation dose, an anthropomorphic phantom was used. The phantom had a very slim body habitus, and inaccuracies in measured attenuation would likely be greater in an average human patient. Thus a single set of CT parameters is not adequate for low-dose quantitative chest CT. To compensate for the increased X-ray attenuation of thicker body tissues, CT of larger patients would have to be performed at higher effective tube current for the degree of accuracy achieved with the phantom. Automatic tube current modulation, whereby the tube current is automatically adjusted to variations in the amount of X-ray attenuation in different portions of the body, is available on newer CT scanners. The effect of automatic tube current modulation on quantitative chest CT appears to be an interesting area for future research.

In summary, thin-slice low-dose quantitative CT of the chest is highly inaccurate. This lack of accuracy will likely cause overestimation of the severity of emphysema, particularly in patients with mild disease. It may be possible, however, to ameliorate the lack of accuracy by reconstructing thicker slices for use in analysis of quantitative chest CT scans.


Acknowledgments
 
We acknowledge Bruce Trapnell for supporting this work. We also thank Kyoto Kagaku for providing the synthetic lung samples.


References
Top
Abstract
Introduction
Materials and Methods
Results
Discussion
References
 

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