Johanna Kramme1, Michael Diepers2, Matthias Günther1,3, Simone Steinert4, and Johannes Gregori1
1mediri GmbH, Heidelberg, Germany, 2Kantonsspital Aarau, Aarau, Switzerland, 3Fraunhofer MeVis, Bremen, Germany, 4TETEC AG, Reutlingen, Germany
Synopsis
Quality assessment of a semi-automated spinal
disc volume segmentation method for use in lumbar herniated disc studies. To
demonstrate reliability of an interpolation method which relies on a reduced
number of delineated regions of interest (ROI), thereby reducing time and
effort by up to 65%.Purpose:
Quality assessment of a semi-automated spinal disc volume segmentation method for use in lumbar herniated disc studies, following patients
over five years. Therefore we demonstrate the reliability of an interpolation
method which relies on a reduced number of delineated regions of interest (ROI)
to reduce time and effort.
Methods:
For a total of 21 patients T1 weighted
anatomical MRI lumbar spine data is obtained at three different sites, using 1.5 T
scanners (2x Philips Acheiva, 1x Siemens Sonata) with standard spine array
coils. Therefor
a 2D turbo spin echo sequence with a sagittal in-plane resolution of 1.2mm x
0.6mm, 25 slices with a thickness of 2.5mm plus 0.2mm slice gap and three
averages is used. Image
post-processing and interpolation of spinal disc volume assessment is done in
MeVisLab (1). The spinal disc volume is calculated as follows and illustrated
in Fig 1.:
1. Ground truth: The spinal disc is
marked in every single sagittal slice (approx. 17-23 slices).
2. Optimized number of ROIs: Five sagittal,
one transversal and one or two coronal ROIs are marked.
3. Retest: as in 2., independently
marked
The ground truth volume of the total disc is the
sum of single ROI volumes, considering the slice gap as well. For 2. and 3., total
disc volume is interpolated by computing a 3D implicit function that describes
a surface, and this surface is scanned using a recursive marching-cubes
algorithm (2). The quality of the interpolation is verified optically to assure
a sufficient approximation. Examples of the calculated volume masks are shown
in Fig. 2.
Results:
Fig. 3 shows the correlation of the spinal disk
volume of the ground truth with the interpolated spinal disk volume of the
optimized number of ROIs. The coefficient of determination and slope are R
2=0.96,
s=1.01+/-0.05. As can be seen in Fig. 3 the interpolated volume is in
general a bit bigger as the volume of the ground truth, leading to a constant
offset. For test-retest evaluation, R
2 is 0.95, with a mean volume difference
of 6%.
Discussion and Conclusion:
The disc volume can be robustly approximated by
applying the interpolation algorithm on the reduced number of ROIs, as
indicated by R2 and a slope not significantly deviating from unity.
Test and re-test values correlate with equally
high R2. The volume difference between test and retest reads is 6%, which needs
to be regarded as uncertainty in longitudinal evaluations.
The fact that the interpolated volume is a bit
bigger as the ground truth is due to the fact that the outline of a ROI is
rather considered to be in the volume than outside. But when comparing the
change in disc volume for patients over time with the interpolation method this
constant offset can be negligible.
As a resulting advantage of the
semi-automated segmentation only one third of the ROIs are required, resulting
in substantial time saving of 65%, especially when the method is applied to
high number study data.
Acknowledgements
No acknowledgement found.References
1. Ritter F. et al., Medical image
analysis. IEEE Pulse 2011;2:60–70.
2. Heckel F. et al., Interactive 3D
medical image segmentation with energy-minimizing implicit functions, Computers
& Graphics:2011:35:275-287.