@article{EBSS11a, Author = {F. Ernst and R. Bruder and A. Schlaefer and A. Schweikard}, Title = {Forecasting pulsatory motion for non-invasive cardiac radiosurgery: an analysis of algorithms from respiratory motion prediction.}, Journal = {Int J Comput Assist Radiol Surg.}, Year = {(2011).}, Volume = {6.}, Number = {(1),}, Pages = {93-101}, Doi = {10.1007/s11548-010-0424-9}, Abstract = {Objective: Recently, radiosurgical treatment of cardiac arrhythmia, especially atrial fibrillation, has been proposed. Using the CyberKnife, focussed radiation will be used to create ablation lines on the beating heart to block unwanted electrical activity. Since this procedure requires high accuracy, the inevitable latency of the system \(i.e., the robotic manipulator following the motion of the heart\) has to be compensated for. Materials and methods: We examine the applicability of prediction algorithms developed for respiratory motion prediction to the prediction of pulsatory motion. We evaluated the MULIN, nLMS, wLMS, SVRpred and EKF algorithms. The test data used has been recorded using external infrared position sensors, 3D ultrasound and the NavX catheter systems. Results With this data, we have shown that the error from latency can be reduced by at least 10 and as much as 75\% \(44\% average\), depending on the type of signal. It has also been shown that, although the SVRpred algorithm was successful in most cases, it was outperformed by the simple nLMS algorithm, the EKF or the wLMS algorithm in a number of cases. Conclusion: We have shown that prediction of cardiac motion is possible and that the algorithms known from respiratory motion prediction are applicable. Since pulsation is more regular than respiration, more research will have to be done to improve frequency\-tracking algorithms, like the EKF method, which performed better than expected from their behaviour on respiratory motion traces} } @COMMENT{Bibtex file generated on 2024-3-28 with typo3 si_bibtex plugin. Data from https://www.tuhh.de/mtec/publications/2012-2000 }