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AJR 2005; 184:1514-1518
© American Roentgen Ray Society

Individual Modulation of the Tube Current–Seconds to Achieve Similar Levels of Image Noise in Contrast-Enhanced Abdominal CT

Toshiyuki Irie1 and Hiroaki Inoue

1 Both authors: Department of Radiology, Hitachi General Hospital, Jyonanncho 2-1-1, Hitachi City, Ibaraki 317-0077, Japan.

Received May 31, 2004; accepted after revision September 15, 2004.

 
Address correspondence to T. Irie (toshiyuki.irie{at}ibabyo.hitachi.co.jp).


Abstract
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Abstract
Introduction
Materials and Methods
Results
Discussion
References
 
OBJECTIVE. Our aim was to determine the optimal region to measure CT image noise and to evaluate the usefulness of the individual modulation of the tube current–second (milliampere-seconds, or mAs) based on body size to obtain images with similar noise levels.

MATERIALS AND METHODS. Contrast-enhanced abdominal CT images obtained by a 4-MDCT scanner were retrospectively analyzed. The image-acquisition factors were fixed (group A, n = 104). The image noise was measured at five regions: the aorta, the back muscle, the spleen, and the peripheral and the central hepatic portions. Body size was evaluated by two methods on the basis of body weight (method A) and on the scout image data (method B). Coefficients of determination of 10 relationships between body size and image noise were calculated. For the next study, CT images were prospectively obtained by modulating the mAs on the basis of body weight (group B, n = 100) and the scout image data (group C, n = 100). We compared the differences in SDs of aortic image noise in each group using the F test.

RESULTS. The coefficients of determination of the aorta were 0.619 and 0.812 for methods A and B, respectively, and the highest values in both methods (p = 1/52, Fisher's exact test). The SDs of the aortic image noise of groups A, B, and C were 2.03, 1.61, and 1.06, respectively. There were statistically significant differences between each group (p < 0.022), and the SD was the smallest in group C.

CONCLUSION. The aorta was the optimal region to measure the image noise. Individual mAs modulation based on the scout image data was useful to obtain images of similar noise levels.


Introduction
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Abstract
Introduction
Materials and Methods
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There is considerable interest in finding ways to lower the radiation dose and to prevent overdose to patients undergoing CT [15]. When the image-acquisition factors (tube voltage, tube current–seconds [milliampere-seconds, or mAs], table pitch, and slice collimation) are fixed, small patients might receive unnecessary radiation or the image quality of large persons might be insufficient. Thus, individual mAs modulation based on the patient's size has been advocated to obtain images of similar noise levels [611]. However, one great problem was that no optimal region to measure and compare the image noise had been well established [6, 7].

Our purposes were to determine the most reliable region to measure the image noise, to evaluate the patient's body size for modulation of the mAs, and to confirm the efficacy of the individual mAs modulation to obtain images of similar noise levels.


Materials and Methods
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Materials and Methods
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Evaluation of Body Size
The body section was regarded as round, and the mean body diameter (D) was measured and calculated at the level of the liver hilus by two methods. D was calculated on the basis of body weight by the previously reported method:

where W was the weight of the patient in kilograms (method A) [4].

The second method was to evaluate the cross-sectional dimension and anteroposterior and transverse body diameters using the scout image data for the calculation of the mean body diameter. Every pixel in the scout image data included the value of the X-ray attenuation from a focal spot to a detector element. As for the CT machine in this study (Robusto, Hitachi Medico), the value of a pixel (P) of the scout image could be measured and given as:

where K was a constant of proportionality, A was a linear attenuation coefficient of the human body, Ln was the natural logarithm, and T was the distance that the X ray traveled in the body. Adjacent to the center of the detector, T was almost equal to the anteroposterior diameter of the body (Y). Thus, the relationship between the value of a region of intrest (ROI) (S = scout value) adjacent to the center of the detector and the Y was given as S = K x A x Y.

Practically, an elliptic ROI was put at the level of the liver hilus, and the value was measured (Fig. 1). The horizontal diameter of the ROI was approximately half of the transverse body diameter and relatively large to minimize the influence of bone density on the scout value. The transverse body diameter on the scout image (Xs) was also measured at the same level of the elliptic ROI, and the actual transverse body diameter (X) was given as X = Xs / M, where M was a magnification factor on the scout image. Finally, D was given as:

where B was a constant of proportionality (method B).



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Fig. 1. Placement of region of interest (ROI) and distance measurement on scout image. Elliptic ROI was placed at level of liver hilus. Scout value and transverse diameter were measured.

 

Analysis of the Relationship Between CT Image Noise and Mean Body Diameter
CT image noise was given as:

where C was a constant of proportionality, exp was the exponent, and Ac was a linear attenuation coefficient of the contrast-enhanced human body [9, 12]. Mathematically, this equation was guaranteed at the center of a round cross section of homogeneous material only. For method A, the equation was rearranged using a logarithmic function as:

And for method B, the equation was:

Linear regression could be applied to the analysis of the relationship between the image noise and the body size in each method: [D = (S x Xs)1/2]. When the mAs value was known or fixed, this analysis enabled calculation of the values of C, Ac, and Ac x B. After these values were calculated and the target level of image noise was defined, the optimized mAs could be calculated for the prospective modulation on the basis of the body size: [D = (S x Xs)1/2].

Determination of the Optimal Region to Measure Image Noise
Clinical CT images obtained between July and August 2003 were retrospectively analyzed. Patient ages ranged from 16 to 85 years (mean, 61.8 years) and body weight, from 37 to 86 kg (mean, 56. kg); 48 females and 56 males were included in this analysis. Patients with liver cirrhosis, fatty liver, or ascites were excluded from this study. The image-acquisition factors were the following: 4 x 2.5 mm collimation, 0.8 sec/rotation, 17.5 mm/rotation table movement, 120 kV/250 mA tube voltage/mA (200 mAs). The image reconstruction factors were 5 mm in thickness with use of a standard reconstruction kernel. Prefilled syringes of contrast medium ([100 or 150 mL of iohexol] Omnipaque 300, Daiichi Seiyaku) were used. The amount of the contrast medium was 100 mL when body weight was less than 60 kg; 2 mL/kg, when 60 kg or more but less than 75 kg; and 150 mL, when more than 75 kg. The contrast medium was injected via a plastic needle placed in the antecubital vein at a rate of 2 mL/sec, and scanning was started 25 sec after the end of injection to obtain portal venous phase images [13, 14].

We analyzed the CT images at the level of the liver hilus. Image noise was measured at five regions: the aorta, peripheral and central portions of the liver, the spleen, and the back muscle. For the measurement of the aorta, the ROI was placed in the center of the aorta, and the diameter was approximately 75% of the aortic diameter. For the measurement of the liver and the spleen, the ROI was placed to avoid the vessels and streak artifacts from the ribs, and the diameter was 1–1.5 cm. For the measurement of the back muscle, the shape of the ROI was often elliptic to avoid fat among the muscle bundles. When the spleen was removed (two cases) or the back muscle included much fat tissue (four cases), only the data of other organs were included in the analysis.

Body size was evaluated by the two methods, and a total of 10 relationships between image noise and body size were examined by linear regression. Each coefficient of determination was calculated.

Prospective Modulation of the mAs
This section of the study was approved by the ethics committee of our hospital. The mAs value was individually modulated on the basis of body size to achieve similar levels of image noise. The mean value of the image noise in the previous section of the study was used as the target level. The data of the previous section of the study were also used for comparison as a fixed mAs group (group A, n = 104). We prepared two charts: one for modulation based on body weight and another, on the scout image data. The gantry rotation speed was 0.8 sec when the mAs was 240 or less and 1.5 sec when the mAs was 300 or more. The other image acquisition factors were identical to those in the previous section of the study.

Between September and October 2003, the mAs was modulated on the basis of body weight (group B, n = 100; 44 females and 56 males). Patient ages ranged from 15 to 89 years (mean, 63.9 years) and the body weight ranged from 3 to 80 kg (mean, 54.0 kg). Two subjects were excluded from the study because body weight was more than 86 kg and the calculated mAs exceeded the maximum output (450 mAs) of the CT machine.

Between October and November 2003, the mAs was modulated on the basis of the scout image data (group C, n = 100; 43 women and 57 men). Patient ages ranged from 20 to 85 years (mean, 61.9 years) and the body weight ranged from 34 to 76 kg (mean, 55.2 kg). Seven cases were excluded from the study because the calculated mAs exceeded the maximum output of the CT machine.

The difference in the SD of the image noise was compared by the F test between each group. The differences in the image noise among the groups were compared by the nonparameteric Kruskal-Wallis test. The threshold of the p value was 0.05.


Results
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Abstract
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Materials and Methods
Results
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References
 
Determination of the Optimal Region to Measure Image Noise
The coefficients of determination are summarized in Table 1. In both methods, the aorta showed the highest values (Fig. 2A, 2B). The aorta was the most reliable region for the measurement of image noise, with a statistically significant difference (p = 1/52, Fisher's exact test).


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TABLE 1 Coefficients of Determination to Show the Relationship Between Image Noise and Patient Body Size

 


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Fig. 2A. Relationships between aortic image noise and body size. Scatterplots show relationships calculated on basis of body weight (A) as y = –1.42 – 0.013 x x; R2 = 0.619 and scout image data (B); y = –0.411 – 0.016 x x; R2 = 0.812. Vertical axis indicates Ln[1 / (aortic image noise)2]. Coefficient of determination (R2) was higher when body size was evaluated on basis of scout image data.

 


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Fig. 2B. Relationships between aortic image noise and body size. Scatterplots show relationships calculated on basis of body weight (A) as y = –1.42 – 0.013 x x; R2 = 0.619 and scout image data (B); y = –0.411 – 0.016 x x; R2 = 0.812. Vertical axis indicates Ln[1 / (aortic image noise)2]. Coefficient of determination (R2) was higher when body size was evaluated on basis of scout image data.

 

Prospective Modulation of the mAs
The mean image noise of the aorta in the previous section of the study was 10.95. This level was used as the target level in this section. Two charts, one for mAs modulation based on body weight (Table 2) and another based on the scout image data (Table 3), were prepared for this section of the study. The SDs of the aortic image noise of groups A, B, and C were 2.03, 1.61, and 1.06, respectively (Fig. 3A, 3B, 3C). There were statistically significant differences in the SD between group C and groups A and B (p < 0.0001, F test) and between groups A and B (p = 0.0218, F test). The SD of the aortic image noise was minimized when the mAs was modulated on the basis of the scout image data. The mean image noise levels of groups A, B, and C were 10.95, 10.82, and 10.56, respectively. There were no statistically significant differences among the groups (p = 0.47, Kruskal-Wallis test).


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TABLE 2 Chart for Milliampere-Seconds (mAs) Modulation on the Basis of Body Weight

 

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TABLE 3 Chart for Milliampere-Seconds (mAs) Modulation on the Basis of Scout Image Data

 


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Fig. 3A. Aortic image noise of CT. Scatterplots show aortic image noise of CT obtained by fixed tube current–second milliampere-seconds (mAs) (A), by mAs modulation based on body weight (B), and by mAs modulation based on scout image data (C). SDs of aortic image noise were 2.03 (A), 1.61 (B), and 1.06 (C), respectively. SD of image noise was minimized with statistically significant differences when mAs was modulated on basis of scout image data (C) (p < 0.022, F test). Coefficients of determination (R2) were 0.644 (A), 0.047 (B), and 0.03 (C).

 


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Fig. 3B. Aortic image noise of CT. Scatterplots show aortic image noise of CT obtained by fixed tube current–second milliampere-seconds (mAs) (A), by mAs modulation based on body weight (B), and by mAs modulation based on scout image data (C). SDs of aortic image noise were 2.03 (A), 1.61 (B), and 1.06 (C), respectively. SD of image noise was minimized with statistically significant differences when mAs was modulated on basis of scout image data (C) (p < 0.022, F test). Coefficients of determination (R2) were 0.644 (A), 0.047 (B), and 0.03 (C).

 


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Fig. 3C. Aortic image noise of CT. Scatterplots show aortic image noise of CT obtained by fixed tube current–second milliampere-seconds (mAs) (A), by mAs modulation based on body weight (B), and by mAs modulation based on scout image data (C). SDs of aortic image noise were 2.03 (A), 1.61 (B), and 1.06 (C), respectively. SD of image noise was minimized with statistically significant differences when mAs was modulated on basis of scout image data (C) (p < 0.022, F test). Coefficients of determination (R2) were 0.644 (A), 0.047 (B), and 0.03 (C).

 


Discussion
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Abstract
Introduction
Materials and Methods
Results
Discussion
References
 
Our study showed that the aorta was the most reliable region to measure the image noise in contrast-enhanced abdominal CT. This result could be explained by two reasons: The inner texture of the aorta was homogeneous and its CT image had little partial volume effect due to columnar shape. Another possible reason might be its central location. The mathematic equation for the relationship among the CT image noise, mAs, and the body diameter was guaranteed only in the center. This explains why the coefficient of determination of the central portion of the liver was higher than that of the peripheral portion (Table 1). The approximations, application of this mathematic equation to the analysis of the inhomogeneous human body at a nonround cross section, and the placement of ROIs at the noncentral portions were the limitations of this study. However, using this equation, the relationship between the aortic image noise and the body size showed sufficient linearity. We believe the aorta could be the standard region to measure and compare with the CT image noise.

Discovery of the optimal region to measure the CT image noise enabled quantitative analysis of clinical CT images. As an example shown in this study, we could develop an mAs chart for the image acquisition of similar noise levels. This chart for the mAs modulation based on the scout image data is now used in practice in our hospital (Table 3). This chart could also be used to perform reduced-dose CT. There were many reports to show the same or similar diagnostic efficacy of the reduced-dose CT compared with the standard-dose one [1519]. However, a concern is that the CT images with a reduced dose might be too noisy in large-sized patients. Using the mAs chart, the mAs could be decreased with confidence that the image would not be too noisy. For example, in our hospital the mAs is decreased by 50% in cases of repeated follow-up of patients with acute pancreatitis or acute aortic dissection. The mAs is also decreased by 50% in conventional CT examinations when a subsequent contrast-enhanced CT examination is planned.

How much is the optimized value of the aortic SD? We still have no answer based on scientific research. However, the degree of the image mottle correlated well with the aortic SD, and approximate visual inspection and impression were as follows: unacceptable (aortic SD was > 14.5), minimally acceptable (13–14.5), appropriate (9–13), and excellent (≤ 9). The 100 patients' images obtained by individualized mAs modulation based on the scout image data were categorized as appropriate (94%) or excellent (6%). Although excellent images were acceptable for diagnosis, the radiologists should pay attention not only to the poor quality images but also to the excellent images. At the expense of the excellent images, the patients might receive too much radiation. For scientific research to decide the optimized value of the aortic SD, we are interested in the image creation by computer-simulated radiation-dose reduction [20]. By incrementally adding noise to the clinical images with pathologic findings, the maximized aortic SD and the minimized radiation dose for lesion detection could be determined.

As shown in this study, mAs modulation based on the scout image data was superior to that based on body weight in achieving consistent levels of image noise. In previous studies, body weight was used [7, 10] or actual transverse diameter was measured using a slide caliper to modulate the mAs [9]. In another previous study, the concept of the scout density was used to calculate the mean diameter of the body section [6]. This method was sophisticated but seemed impractical because a separate workstation was required for calculation. Compared with these previous methods, our method was practical and needed no additional equipment. Each original mAs chart could be developed for each institution to negotiate the differences in CT machines and image acquisition protocol by following our method and using the routine clinical images. One problem is that the software to measure the distance and the density on the scout image might not be available in other CT machines. To solve this problem, we believe a preparatory single CT slice acquired with minimized mAs might be useful to evaluate the mean body diameter for the mAs modulation. The chart for the mAs modulation based on the axial CT image could be made by referring to our method.

In our study, mAs modulation was performed for a single-slice level. However, the cross-sectional dimensions of the body differ at each slice level. Some modern CT scanners are equipped with automatic mAs modulation technology to render all images with similar noise levels, independent of the patient's size and anatomy [3, 21]. It is desirable that all CT scanners use similar automatic modulation technology in the future.

It is important to estimate and quantify the radiation dose to the patient. For this purpose, the dose-length product (DLP) is a convenient quantity. The effective dose can be estimated by multiplying the appropriate conversion factor to the DLP [22]. However, there is a limitation in the DLP. The value of DLP is calculated on the basis of the CT dose index (CTDI), and the current American Association of Physicists in Medicine protocol for the measurement of CTDI requires the use of only two different sizes of the acrylic phantoms: a 16-cm cylindric phantom simulating an adult's head and a 32-cm cylindric phantom simulating an adult's body. When the CT acquisition factors (mAs, beam collimation, and total acquisition time) are the same, the body diameter of the patients does not influence the value of DLP or CTDI. However, phantom studies showed that the mean imparted section dose increased when the diameter was smaller [11, 23]. Thus, the small pediatric patient receives more radiation dose compared with the adult patient when the CT machine displays same value of CTDI or DLP.

In conclusion, the aorta was the most reliable region for measuring the CT image noise in contrast-enhanced abdominal CT. Evaluation of both the transverse diameter and the scout density was useful for individual mAs modulation to obtain similar levels of image noise. It is still unclear how much image noise is ideal to minimize the radiation dose while maximizing the diagnostic efficacy. Further clinical studies will be necessary to establish the optimized level of image noise.


Acknowledgments
 
We thank Hiroshi Takagi and Yasushi Miyazaki (Hitachi Medico, Kashiwa) for the information about CT.


References
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Abstract
Introduction
Materials and Methods
Results
Discussion
References
 

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