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首页> 外文期刊>Robotics, IEEE Transactions on >Heart Motion Prediction Based on Adaptive Estimation Algorithms for Robotic-Assisted Beating Heart Surgery
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Heart Motion Prediction Based on Adaptive Estimation Algorithms for Robotic-Assisted Beating Heart Surgery

机译:基于自适应估计算法的心脏搏动心脏手术的心脏运动预测

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摘要

Robotic-assisted beating heart surgery aims to allow surgeons to operate on a beating heart without stabilizers as if the heart is stationary. The robot actively cancels heart motion by closely following a point of interest (POI) on the heart surface—a process called active relative motion canceling. Due to the high bandwidth of the POI motion, it is necessary to supply the controller with an estimate of the immediate future of the POI motion over a prediction horizon in order to achieve sufficient tracking accuracy. In this paper, two least-squares-based prediction algorithms, using an adaptive filter to generate future position estimates, are implemented and studied. The first method assumes a linear system relation between the consecutive samples in the prediction horizon. On the contrary, the second method performs this parametrization independently for each point over the whole the horizon. The effects of predictor parameters and variations in heart rate on tracking performance are studied with constant and varying heart rate data. The predictors are evaluated using a three-degree-of-freedom (DOF) test bed and prerecorded in vivo motion data. Then, the one-step prediction and tracking performances of the presented approaches are compared with an extended Kalman filter predictor. Finally, the essential features of the proposed prediction algorithms are summarized.
机译:机器人辅助的跳动心脏手术旨在使外科医生能够在没有稳定器的情况下在跳动的心脏上进行手术,就好像心脏是静止的一样。机器人通过紧紧跟随心脏表面上的兴趣点(POI)主动取消心脏运动,这一过程称为主动相对运动消除。由于POI运动的高带宽,有必要向控制器提供POI运动在预测范围内的近期预测,以实现足够的跟踪精度。本文研究并研究了两种基于最小二乘的预测算法,它们使用自适应滤波器生成未来位置估计。第一种方法假设预测范围内的连续样本之间存在线性系统关系。相反,第二种方法针对整个范围内的每个点独立执行此参数化。使用恒定和变化的心率数据研究了预测参数和心率变化对跟踪性能的影响。使用三自由度(DOF)测试床评估预测因子,并预先记录体内运动数据。然后,将所提出的方法的单步预测和跟踪性能与扩展的卡尔曼滤波器预测器进行比较。最后,总结了所提出的预测算法的基本特征。

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