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Shielding Artificially Increases the Attenuation of Water

Rationale and Objectives

Quantitatively analyze the computed tomography (CT) attenuation effects caused by bismuth shields, which are used to reduce superficial organ dose.

Materials and Methods

The solid water uniformity section of the American College of Radiology CT phantom was scanned with a modified chest CT protocol. Scans were performed with a bismuth breast shield in multiple configurations, emphasizing three clinically relevant orientations. Attenuation effects were measured as changes in mean Hounsfield unit (HU) values of equal midsagittal regions of interest (ROI). Multiple statistical techniques were used in regression analysis.

Results

Bismuth shielding resulted in significant positive shifts of the expected Hounsfield unit values. The mean nonshielded CT attenuation was −0.16 ± 0.75 HU. Based on the clinically relevant ROI distance from the shield (∼3–16 cm), the shielded values ranged from 43.8–4 HU, 45.8–10.1 HU, and 50.6–4.5 HU for shields 1, 2, and 3, respectively. All shield configurations displayed a statistically significant shift ( P < .0001) at all distance ranges. The best fitting regression model was a quadratic function of distance versus logarithmic function of HU. A prediction table of the approximate shift in water HU values as a function of ROI distance from the shield was generated per shield type from their respective close-fitting regressions.

Conclusions

The data support the claim that bismuth shields increase the attenuation of water, which can cause inaccurate characterization of simple fluid, giving the appearance of complex fluid or even solid density. However, there is potential for anticipation of the attenuation effects to validate continued use of these shields for dose reduction.

Computed tomography (CT) is responsible for a disproportionally high dose of radiation in relation to the number of studies performed annually . Patient radiation dose from exposure to diagnostic CT examinations has significantly increased in recent years because of more CT studies being performed, raising concerns as a potential cause of malignancy . CT accounts for up to two thirds of medical radiation exposure with more than a quarter billion examinations performed annually worldwide, as reported in 2004 . Because of this significant exposure, institutions have implemented a multifaceted approach to CT dose reduction . One such technique that has been shown to be effective is bismuth shielding of sensitive organs .

Studies show significant dose reduction to superficial radiosensitive organs, such as breasts and thyroid gland, when using bismuth shielding. In vivo studies demonstrate the dose reduction for the breast to range from 34% to 41% and the thyroid up to 30% . Although bismuth shielding has consistently demonstrated significant reduction in radiation dose, controversy surrounds the use of this device.

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Figure 1

A 56 year-old female with history of left breast cancer after lumpectomy. This patient presented for multiple follow-up studies after remote left breast lumpectomy for malignant neoplasm of the breast. Two computed tomography scans of the chest performed with (a) and without (b) a bismuth shield, less than 1 year apart, demonstrate increased attenuation in the fluid-containing left breast lesion with the use of the shield (increase of about 30–43 Hounsfield units [HU] at 3.2–5.8 cm from the shield). In fact, when the study with the shield was initially read and only compared to the most recent one, this finding was labeled as an unchanging mass. Grossly the lesion does not change in size or shape; however, given the history of prior malignancy, having a finding that measures relatively high in density and is labeled as a “mass” adds further concern to the medical team caring for this patient as well as to the patient.

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Methods and materials

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Phantom, CT Protocol, Bismuth Shields

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Table 1

Technique Chart for American College of Radiology Phantom Scans on Siemens Flash Computed Tomography

Acquisition Reconstruction 120 kVp B31f 180 effective mAs 3 mm reconstructed slice thickness 1.2 mm × 32 (38.4 mm) beam width 400 mm field of view Pitch = 1 0.5-second tube rotation time CTDI 12.32 mGy

CTDI, computed tomography dose index.

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Figure 2, Phantom, regions of interest (ROIs), and shield types. (a) The ROI positions within the phantom with increasing distances in the downward position; each are spaced and sized equally and distance is measured from the center of the ROI. (b) The various shield configurations ( white lines or curves ) on top of the phantom.

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CT Attenuation Assessment

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Statistical Analysis

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Results

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Figure 3, Attenuation data plots at all distances from the shields. Raw data of attenuation in Hounsfield units (HU) at all the data points. The two shaded regions demonstrate the excluded points from analysis, <2.8 cm, and >16 cm for nonshielded, and shields 1, 2, and 3. CT, computed tomography.

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Figure 4, Attenuation as functions of distance from the shields: three prediction models. Fig. 4 demonstrates the generated regression models for shields 1, 2, and 3 after statistical analysis of the raw data shown in Figure 3. CT, computed tomography; HU, Hounsfield units.

Figure 5, Raw data plot versus regression model for shields 1, 2, and 3. (a–c) Each individual regression model for the three different shield configurations along with their accompanying raw data equivalents. The regression model formula is above the graph demonstrating the regression superimposed on the raw data for that shield type. Note that these regressions were fit only to raw data points between 2.8 and 16 cm; therefore, any discrepancy between raw data and regression for points greater than 16 cm may result. This defines the confines of our prediction models' distance ranges.

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Figure 6, The range of expected Hounsfield units (HU) for a simple fluid lesion (if originally ∼0 HU) based on the distance from the shield and the shield. Alternatively and more commonly, it would represent an anticipated range in increase in HU for lesions not measuring 0 HU. This is the graphical representation of the data in Table 2 .

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Table 2

Predicted Ranges of Increase in Attenuation Values Based on Distance ∗

Distance (cm) HU Increase Range: Min-Max Mean Increase 3 41.9–48.9 45.4 3.5 34.7–41.5 38.1 4 29.0–35.3 32.15 4.5 24.4–30.2 27.3 5 20.6–27.0 23.8 5.5 17.6–24.5 21.05 6 15.2–22.3 18.75 6.5 13.2–20.5 16.85 7 11.5–18.9 15.2 7.5 10.1–17.5 13.8 8 9.0–16.3 12.65 8.5 8.0–15.3 11.65 9 7.3–14.5 10.9 9.5 6.6–13.1 9.85 10 5.6–12.6 9.1 10.5 5.6–12.6 9.1 11 5.2–12.1 8.65 11.5 4.9–11.8 8.35 12 4.6–11.5 8.05 12.5 4.4–11.3 7.85 13 4.2–11.2 7.7 13.5 3.9–11.1 7.5 14 3.6–11.1 7.35 14.5 3.4–11.1 7.25 15 3.2–11.2 7.2 15.5 3.0–11.4 7.2 16 2.8–11.7 7.25

HU, Hounsfield unit.

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Discussion

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Acknowledgment

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