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1
Tulane University School of Medicine, Cardiology Section, SL48, 1430 Tulane
Ave., New Orleans, LA 70112.
2
EBT Research Foundation, 353 New Shackle Island Rd., Hendersonville, TN
37025.
3
Owen Graduate School of Management, Vanderbilt University, 401 21st Ave. S.
Nashville, TN 37203.
Received June 13, 2001;
accepted after revision August 27, 2001.
Presented at the annual meeting of the Radiological Society of North
America, Chicago, November 1999.
Abstract
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MATERIALS AND METHODS. We measured the soft-tissue attenuation of regions surrounding the coronary arteries at the level of the left main coronary artery ostium (high level) and at the bottom of the heart (low level) in 48 consecutive patients (22 men, 26 women). Mean ± 2 standard deviations (SD) of soft-tissue attenuation and variance of soft-tissue density and SDs were calculated at each level for every patient. It was assumed that setting an attenuation threshold greater than or equal to 3 SDs above that of soft tissue at each myocardial level would eliminate 99.5% of all scatter artifacts, allowing precise identification of calcific deposits.
RESULTS. For the entire patient cohort, the average soft-tissue attenuation was 41 H and 35 H at the high and low levels, respectively (p < 0.01), indicating a large intraindividual variability. The SDs of soft-tissue attenuation measured by the computer software at the high and low levels were not different (26 H at the high level and 28 H at the low level; p = not significant). However, the calculated SD of the individual mean soft-tissue attenuation was 5 H at the high level and 8 H at the low level, again indicating a large intraindividual variability (p < 0.01). The addition of 3 measured SDs above the mean individual soft-tissue attenuation predicted a mean threshold of 120 and 121 H at the high and low levels, respectively, but with a wide interindividual variability (83-193 H at the high level and 79-242 H at the low level). There was a strong correlation between body weight and SD of soft-tissue attenuation at the low level (r = 0.75, p < 0.001) and a weaker but statistically significant correlation between weight and SD of soft-tissue attenuation at the high level (r = 0.51, p < 0.001).
CONCLUSION. For the patients in this study, a threshold of 120 H for the detection of coronary calcification by electron beam CT seemed more appropriate than a threshold of 130 H, which is currently in use. However, given the great inter- and intraindividual variability, a biologic threshold tailored to the individual patient and to each individual imaging level should be used instead of a fixed threshold.
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Measurements and Statistical Analysis
The attenuation of uniform areas of soft tissue in the immediate vicinity
of the coronary arteries was measured at the level of the ostium of the left
main coronary artery (considered the high level) and the level of the most
caudad image still containing portions of the coronary vessels (considered the
low level). Mean and standard deviation (SD) of soft-tissue attenuation were
measured at the high level and the low level for all patients. Optimal
individual thresholds were then estimated by adding 3 SDs above the mean
soft-tissue attenuation at each level. This approach is justifiable on the
basis of the bell shape distribution of CT numbers found in soft tissue and
blood pools. The calculation of the optimal individual attenuation threshold
was performed using a semiautomatic software (ScImage). This approach requires
the operator to identify two or three areas of interest in the soft tissue
near the coronary arteries. Therefore, the software calculates the best
threshold by adding 3 SDs to the mean soft-tissue attenuation (Fig.
1A,1B).
The process takes an average of 10-15 sec to complete.
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The variance of soft-tissue attenuation measurements and their related SDs were calculated to gauge the extent of interindividual variability. The paired t test was used to assess statistical differences between an individual patient's mean and SD at the high and low levels. The F test was chosen to evaluate whether the SDs and variances of various arrays were significantly different, and the Pearson's correlation coefficient was used to assess the linear relationship between body weight and attenuation variance. Multiple regression was used to study the relationship between an individual mean attenuation (at high and low levels) and the patient's sex, weight, and abdominal fat pad thickness.
A p value of < 0.05 was chosen as statistically significant. All reported statistical values are two-sided.
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Notably, body weight seemed to have a substantial influence on the variability of the soft-tissue measurements. Figure 4 shows the correlation existing between soft-tissue attenuation measurements made at the low level and body weight in all 48 patients. As the body weight increases, the mean soft-tissue CT number decreases, and the SD increases. We further noticed a statistically significant correlation between body weight and SD of soft-tissue attenuation at the low level (Pearson's correlation coefficient, r = 0.75, p < 0.001). There was a weaker but still statistically significant correlation between weight and SD of soft-tissue attenuation at the high level (r = 0.51, p < 0.001). This observation indicates that the larger the body weight, the wider the range of soft-tissue CT numbers that can be measured and the more appropriate the use of an individually tailored attenuation threshold. Figure 5 shows the relationship between patient body weight and estimated optimal attenuation threshold at the low level. As the body weight increases, the estimated optimal threshold increases, reflecting the direct relationship existing between body weight and SD of soft-tissue attenuation measurements. Similar conclusions were reached for estimates made at the high level (data not shown).
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Finally, there was a linear relationship between a patient's ideal calcium threshold at the low level, the individual's body weight, and the abdominal fat pad thickness as expressed by the following regression equation: mean + 3 SDs (low level) = 29 + 0.365 weight + 1.07 x (fat pad thickness). The coefficients of weight and abdominal fat were both significant (p < 0.001 and p = 0.013, respectively), and the multiple regression explained 48% of the variance in the optimal threshold at the low level. When the variable sex was added to this model, it was only marginally significant (p = 0.051). The ideal threshold at the high level did not show a multivariate relationship between weight and abdominal fat, and the coefficient of weight was not significantly nonzero (p = 0.15).
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The current study suggests a close correlation between CT number variability and body weight, especially at the bottom of the heart where the interaction of abdominal fat pad and liver dome increases image noise substantially. This renders the quantification of coronary calcium detected in the middle to distal portions of the coronary arteries less accurate. Body weight may be responsible for increased variability because of several mechanisms. First, a larger weight is usually associated with a larger body surface, and this often requires the use of a larger field of view with a larger pixel size. The size of the reconstructed pixel is a known factor that influences overall image quality [11]. In fact, as the pixel size increases, the number of photons detected per pixel increases, with improved signal-to-noise ratio. However, expansion of the pixel size will also increase partial volume, averaging with subsequent image degradation. Conversely, image degradation is to be expected with excessive reduction of the pixel size because of the reduced number of incident photons per pixel. A larger body mass may also cause image degradation because of radiation scatter: with a larger body mass, the X-ray beam must traverse a larger number of tissue interfaces with subsequent increased scatter.
Scatter is a more substantial problem with electron beam CT than with mechanical CT. In fact, electron beam CT scanners use a lower energy flux than does mechanical CT, and the gantry aperture of electron beam CT scanners is larger than that of helical CT. These two factors allow less collimation of the X-ray beams in electron beam CT than in helical CT imaging. There is, however, a U-shaped relationship between exposure time and spatial resolution [11]. The longer the exposure, therefore, the slower the imaging cycle; and the higher the photon flux per pixel, the better the spatial resolution. Although the slow imaging speed of conventional helical CT does not provide enough temporal resolution for coronary imaging, the high imaging speed of electron beam CT limits the spatial resolution of this technique compared with mechanical CT. Modern multislice CT scanners may provide a solution to this conundrum. In fact, by virtue of acquiring thinner tomographic slices, they are capable of achieving a higher spatial resolution than electron beam CT, with less partial volume averaging [12]. Also, several manufacturers have been able to increase the temporal resolution of multislice CT compared with conventional CT by adopting reconstruction algorithms that require only a portion of a 360° revolution [13, 14]. The resulting lower noise-to-image ratio should permit reduction of the threshold for detection of calcified vascular lesions compared with electron beam CT and likely increase the reproducibility of the calcium score [15, 16]. Of interest, Broderick et al. [17] show that using fast dualslice helical CT, the best calcium volume score reproducibility is obtained with the use of a threshold of 90 H.
However, two more considerations must be made. The need for an adjustable threshold on multi-slice CT, although less likely than with electron beam CT imaging, has not been investigated. Additionally, the model of the electron beam CT scanner that was used in our study (C-100; Imatron), although identical to the model used by the investigators that introduced the traditional calcium score [8], has been replaced with more recent models (C-150 and C-300; Imatron), with reportedly better resolution. In either case, electron beam CT scanners are still frequently used for coronary artery calcium screening and are currently employed for several large-scale multicenter trials. Therefore, the findings of the present analysis will be relevant to the work of several investigators.
Some of the concepts expressed in our study find indirect confirmation in the report by McCollough et al. [18]. Using electron beam CT, these investigators showed that the coronary artery calcium concentration associated with a CT number of 130 H varied greatly, both at the top and at the bottom of the heart (range, 77.1-136.4 mg/cm3 at the high level; range, 88.5-129.7 mg/cm3 at the low level), and that the variability was dependent on the image level and the patient's girth, sex, and smoking history. The authors suggested that a calibration phantom with known quantities of calcium be used before initiating an imaging session to adjust for this variability. Our suggestion on how to adjust the calcium threshold to the individual's soft-tissue attenuation at each cardiac level is born of an interest in applying CT imaging to the noninvasive follow-up of coronary atherosclerotic disease [19]. To properly accomplish this task, high calcium score reproducibility is mandatory [9]. The substantial inter- and intraindividual variability revealed by our study must be considered in association with the known variability measurable between CT scanners of different brand names and even those of the same brand names [10]. These factors may not only hamper the score reproducibility, because of changes in body habitus over time, but also the ability of a patient to transfer his or her information between different imaging centers even if the same brand name equipment is used. On the other hand, our approach of tailoring the calcium threshold to the individual patient's characteristics could likely render the follow-up of coronary calcium scores more portable and reliable.
Although our suggestions are inferential, the data strongly indicate that the rigid use of a universal attenuation threshold for all patients is inappropriate. In fact, this use can severely hamper the specificity of calcium detection and the reproducibility of calcium score calculations. Further development of computer software and careful imaging pathologic correlation studies are underway to confirm the validity of our suggestion on how to individually adjust the calcium threshold toward a more biologic value. An obvious problem that may arise from the adjustment of the CT number threshold to the individual's soft-tissue density (enhanced specificity) is the loss of information regarding less densely calcified plaque (reduced sensitivity). This aspect is therefore deserving of further investigation.
Nonetheless, we feel that the method we propose will provide a closer biologic assessment of the individual attenuation threshold necessary for the differentiation of calcium from noncalcific background scatter.
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