| Literature DB >> 27847562 |
Verena Veulemans1, Sabine Mollus1, Axel Saalbach1, Max Pietsch1, Katharina Hellhammer1, Tobias Zeus1, Ralf Westenfeld1, Jürgen Weese1, Malte Kelm1, Jan Balzer1.
Abstract
AIM: To investigate the accuracy of a rotational C-arm CT-based 3D heart model to predict an optimal C-arm configuration during transcatheter aortic valve replacement (TAVR).Entities:
Keywords: Aortic stenosis; Degenerative valve disease; Imaging modalities; Transcatheter aortic valve replacement
Year: 2016 PMID: 27847562 PMCID: PMC5088367 DOI: 10.4330/wjc.v8.i10.606
Source DB: PubMed Journal: World J Cardiol
Figure 1Mesh topology of the rotational C-arm computed tomography model for transcatheter aortic valve replacement (left), extended topology model with rings for diameter measurements (blue), prolonged descending aorta and left ventricle.
Figure 2Definition of C-arm coordinate system and illustration of angular displacement between two position vectors each representing a C-arm projection view.
Operator variability and model-operator agreement of rotational C-arm computed tomography-based view planning data
| Operator 1 | 7.05° ± 3.06° | 12.96° |
| RCT model | 6.84° ± 3.78° | 13.82° |
| RCT model | 7.14° ± 4.12° | 14.37° |
To measure the error between two sample C-arm views the angular deviations (AD) are computed and evaluated assuming normal distribution (ND) of the samples and using Monte Carlo (MC) methods. RCT: Rotational C-arm computed tomography.
Figure 3Interobserver variability of rotational C-arm computed tomography-based view planning. Using Monte-Carlo methods the cumulative distribution function of the angular deviation between two operator-defined C-arm configurations was computed; from this distribution function the expected angular deviation is derived to be the value of the distribution function at 95% confidence level.
Figure 4Line of perpendicularity curve for the aortic valve annulus of a sample patient. The solid line represents the line of perpendicularity curve derived from the RCT model; optimal views following the right-cusp rule are given for two operators and the RCT model. RCT: Rotational C-arm computed tomography.
Figure 5Bland-Altman plot relating aortic annulus diameter measurements done by a medical expert to rotational C-arm computed tomography-model-based measurements. RCT: Rotational C-arm computed tomography.
Model-operator agreement for rotational C-arm computed tomography-based diameter measurements
| Operator | 0.32 | -3.17-3.81 | 0.81 | -0.45 | -3.61-2.71 | 0.91 | -0.59 | -3.29-2.10 | 0.92 |
| RCT model | -0.44 | -4.09-3.20 | 0.79 | 1.05 | -1.64-3.75 | 0.93 | -1.53 | -4.21-1.15 | 0.92 |
| RCT model | -0.76 | -3.75-2.23 | 0.81 | 1.51 | -0.61-3.62 | 0.96 | -0.94 | -3.41-1.53 | 0.93 |
To assess bias and deviation of measurements the Bland-Altman analysis is used; in addition the Pearson correlation coefficient is computed to evaluate the inter-measurement agreement considering a significance level of P < 0.01. RCT: Rotational C-arm computed tomography; LoA: Limits of agreement (Bland-Altman analysis).
Figure 6Model-based view planning and interventional overlay with Philips HeartNavigator software.