Abstract
Introduction:
Renal parenchymal volume can be used clinically to estimate differential renal function. Unfortunately, conventional methods to determine renal volume from computed tomography (CT) are time-consuming or difficult due to software limitations. We evaluated the accuracy of simple renal measurements to estimate renal volume as compared with estimates made using specialized CT volumetric software.
Methods:
We reviewed 28 patients with contrast-enhanced abdominal CT. Using a standardized technique, one urologist and one urology resident independently measured renal length, lateral diameter and anterior-posterior diameter. Using the ellipsoid method, the products of the linear measurements were compared to 3D volume measurements made by a radiologist using specialized volumetric software.
Results:
Linear kidney measurements were highly consistent between the urologist and the urology resident (intraclass correlation coefficients: 0.97 for length, 0.96 for lateral diameter, and 0.90 for anterior-posterior diameter). Average renal volume was 170 (SD: 36) cm3 using the ellipsoid method compared with 186 (SD 37) cm3 using volumetric software, for a mean absolute bias of −15.2 (SD 15.0) cm3 and a relative volume bias of −8.2% (p < 0.001). Thirty-one of 56 (55.3%) estimated volumes were within 10% of the 3D measured volume and 54 of 56 (96.4%) were within 30%.
Conclusion:
Renal volume can be easily approximated from contrast-enhanced CT scans using the ellipsoid method. These findings may obviate the need for 3D volumetric software analysis in certain cases. Prospective validation is warranted.
Introduction
The use of computed tomography (CT) for preoperative assessment of the renal anatomy is common.1–3 In addition, renal volume estimated by CT also correlates with renal function4–11 and permits concurrent evaluation of differential renal function.12–16 Unfortunately, renal volume estimates using CT are time-consuming or require specialized 3D volumetric software,12,13,15,17,18 which has rarely been made available for use in comparative studies.18
Multiple previous studies have used a simple method to estimate renal volume that substitutes linear renal dimensions from 2D ultrasound, magnetic resonance imaging (MRI) or CT scans into a formula for calculating the volume of an ellipsoid.18–23 The largest study to use the ellipsoid method of renal volume estimation with CT evaluated 1018 patients after radical or partial nephrectomy and incorporated the estimated renal volume into a prognostic nomogram for postoperative renal insufficiency.19 The nomogram was found to be predictive of the 7-year probability of renal failure (r = 0.84), but was not specifically designed to determine the accuracy of the ellipsoid method for estimating renal volume.19 While early studies using ultrasound and MRI demonstrated that the ellipsoid method is likely to underestimate renal volume and can suffer from poor inter-observer reliability,24–26 less was known about the accuracy of the ellipsoid method when CT measurements were used.18,23 In 2011, Hwang and colleagues reported on the accuracy of contrast CT measurements to estimate renal volume in 138 living kidney donors.23 The gold standard was a volume calculated using kidney measurements taken using calipers following nephrectomy. The correlation coefficient for the ellipsoid method (r = 0.72) was slightly less than that for the voxel-count method (r = 0.79), in which the sum of the area of each CT slice image is multiplied by the thickness of each section using automated software.
More recently, a study reported the accuracy of contrast CT-based estimates of split renal function for 38 potential renal donors with a modified ellipsoid method using nuclear renography as the gold standard.18 The authors concluded that, using measurements taken by radiologists, the ellipsoid method could obviate the need for nuclear renography in many such patients given the “high accuracy” (r = 0.84) and “limited time for post-processing.”18
The purpose of this study was to determine how well simple contrast CT-based renal volume estimates made by urologists using the ellipsoid method compare with those determined using specialized 3D volumetric software.
Methods
A convenience sample of 28 consecutive patients was included in the study. All patients were evaluated at a single institution with a contrast-enhanced abdominal CT scan. Patients included in the study had kidneys without congenital, cystic or neoplastic abnormalities. Preoperative renal function was estimated using the 4-variable Modification of Diet in Renal Disease (MDRD) formula.27 Before starting the study, we received approval from the Mayo Clinic Institutional Review Board. Given that no intervention was involved and the CT scans of patients included in the study were done as part of routine care, the requirement for patient consent was waived.
Estimated renal volume from 2D kidney measurements
Linear renal dimensions (length, lateral diameter, anterior-posterior diameter) were measured independently by a urology resident and a urologist. Each reviewer was blinded to the other reviewer’s measurements and to the 3D volume measurements. Renal length was calculated from axial slices by multiplying the slice thickness by the number of slices between the superior and inferior tips of the kidneys. The slice represented the greatest cross-sectional area for width and thickness measurements. Lateral diameter was measured from the lateral extent of the kidney to the renal sinus and anterior-posterior diameter was measured perpendicular to the lateral diameter (Fig. 1).
Renal volume using 3D software
The radiologist was blinded to the measurements collected by the urologist and urology resident. Renal volumes were calculated based on volume measuring software available on an Advantage Workstation (General Electric, Milwaukee, WI). Axial CT images acquired at 5-mm slice thickness were electronically transferred to the imaging workstation. The renal cortex was traced on each image showing renal parenchyma and the renal pelvis was excluded from volume measurement. Following complete tracing of each kidney, CT volume was automatically calculated.
Data analysis
Renal volume was estimated from the linear dimensions using the ellipsoid formula (Table 1). Agreement in linear renal dimensions and volume were assessed using intraclass correlation coefficients (ICC). The paired T-test was used to compare 3D software volumes to ellipsoid equation estimated volumes. Absolute volume bias was calculated by subtracting the estimated renal volume from the 3D renal volume. Relative volume bias was calculated by dividing the absolute volume bias by the 3D renal volume. Accuracy was determined by the proportion of cases where the relative volume bias was within 10% or 30% of the 3D volume.
Table 1.
length × |
lateral diameter × |
anterior-posterior diameter × |
π/6 |
Results
We tallied baseline patient characteristics (Table 2). Linear measurements were consistent between observers with intraclass correlation coefficients of 0.97, 0.96 and 0.90 for length, lateral diameter, and anterior-posterior diameter, respectively. Volume estimates based on the ellipsoid equation were highly consistent between reviewers (r = 0.95) (Fig. 1).
Table 2.
Characteristic | Mean ± SD (Median; range) | |
---|---|---|
Age (years) | 57.3 ± 15.7 (61.5; 19–77) | |
Height* (cm) | 171.3 ± 11.4 (170; 154–196) | |
Weight* (kg) | 87.9 ± 21.3 (87; 54–133) | |
BMI* (kg/m2) | 29.9 ± 6.4 (29.1; 19.2–42.5) | |
Preoperative GFR§* (mL/min/1.73 m2) | 67.6 ± 13.1 (71.0; 29.0–85.8) | |
n (%) | ||
Female gender | 14 (50) | |
Side of assessment | Left | 16 (57) |
Right | 12 (43) |
n=27;
GFR estimated using the abbreviated Modification of Diet in Renal Disease (MDRD) method. SD: standard deviation; BMI: body mass index; GFR: glomerular filtration rate.
There was good agreement between estimated volumes calculated using the ellipsoid equation with those measured using the 3D volumetric software (ICC 0.83 for reviewer 1 and 0.75 for reviewer 2) (Fig. 2). Average renal volume was 170 cm3 (SD 36) using the ellipsoid method compared with 186 cm3 (SD 37) using volumetric software, for a mean absolute bias of −15.2 cm3 (SD 15.0) and a relative volume bias was −8.2% (p < 0.001). Thirty-one of 56 (55.3%) estimated volumes were within 10% of the 3D measured volume and 54 of 56 (96.4%) were within 30%.
Discussion
We found this easy-to-perform ellipsoid method of estimating renal volume consistent between non-radiologist observers. We also found the estimated volumes correlated closely to measurements made using specialized 3D volumetric software. On average, the ellipsoid method slightly underestimated 3D volumes, but almost all were accurate within 30%. Given the established relationship between renal volume and function,4–16 our findings suggest 3D volume software analysis is not necessary when estimating differential renal function.
Older studies using 2D measurements from ultrasound or MRIs revealed poor intra-observer reliability and, in general, a larger underestimate of renal volume.24–26 In this study using CT images, we found good intra-observer reliability, lower bias and good accuracy. These findings are consistent with recent publications; estimated renal volume using an ellipsoid equation with CT measurements, performed by radiologists, was highly correlated to renal scan differential function (r = 0.84) in one study18 and volume directly calculated using direct post-nephrectomy measurements in another.23
Using the ellipsoid equation to estimate renal volume from CT images is faster than most 3D imaging software. In a study of radiologists, the 2D measurements took an average of 53 seconds compared to 302 seconds for semiautomated 3D software10 and other studies report that about 15 minutes of post-processing is required for 3D volume software without automation.15,28
A potential pitfall to using renal volume to estimate renal function is that these measurements do not include functional assessment, such as contrast attenuation. It would seem logical that information about filtration function would add to the assessment of differential function. However, several studies show that calculations incorporating volume and attenuation are less correlated to renal function than renal volume alone.12–15,18
There are several important limitations to our study. Patients did not have renal tumours and did not have major anatomic or perfusion differences (i.e., large renal cyst, hydronephrosis, segmental infarctions). As a recent study by Gabitey and colleagues demonstrated, volumetric analysis using 3D software for CT scan-based parenchymal kidney volume measurements may be useful in the “prediction of renal mass preservation and renal function in the arena of nephron-sparing surgery.”29 Given that the ellipsoid method may not account for structural renal abnormalities, it may not be clinically useful in these patients. Our findings do, however, support the use of ellipsoid-based volume estimates to assess split renal function for prospective transplant kidney donors given that such patients are likely to have renal abnormalities only as incidental findings. In addition, several studies have reported an association between transplant kidney volume estimated using CT and long-term recipient renal function.6,30,31 Further studies in this field might be facilitated by the routine implementation of the ellipsoid technique for renal volume estimation, one that is relatively easily added to the routine clinical workflow of radiologists or urologists.18 Lastly, having used a convenience sample of relatively few patients, only 2 reviewers, and 1 type of specialized 3D volumetric software, future studies involving more patients and reviewers are required to validate our findings.
Conclusion
We found that in using contrast-enhanced CT, a simple method to estimate renal volume, we were able to show good intra-observer reliability and performed well compared to 3D software-based measurements. This suggests that the use of specialized 3D software to estimate kidney volume may be of limited additional value in the preoperative assessment of differential renal function in certain circumstances.
Footnotes
Competing interests: None declared.
This paper has been peer-reviewed.
References
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