Force Estimation on Steerable Catheters through Learning-from-Simulation with ex-vivo Validation*

A. Sayadi, Hamid Reza Nourani, M. Jolaei, J. Dargahi, Amir Hooshiar
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引用次数: 5

Abstract

Monitoring and control of the contact force at the tip of soft flexural robots is of high application need, e.g., the tip force on radiofrequency ablation (RFA) catheters. In this study, a real-time tip force estimation method based on image-based shape-sensing and learning-from-simulation is provided. To this end, a generalized image-based shape-sensing technique for flexural robots was developed using the Bezier spline interpolation method. Afterward, the deflection of a commercial catheter subjected to a series of tip forces was simulated using nonlinear finite element modeling. Next, two independent data-driven models, i.e., artificial neural network (ANN) and support vector regression (SVR), were trained with a dataset with the Bezier spline control points as the inputs and tip forces as the output. For validation, the trained models were used for real-time tip force estimation while the catheter was pressed against porcine atrial tissue. The test was performed using a universal testing machine that recorded the ground-truth contact force. The comparison showed that the ANN model had a mean-absolute-error of 0.0217±0.0191 N, while the SVR model exhibited a mean absolute error of 0.0178 ± 0.0121 N and a correlation coefficient of 0.991. Moreover, the proposed method showed a minimum computational refresh rate of 646 Hz (ANN) and 917 Hz (SVR) during the validation experiment. The performance of the proposed method was in compliance with the clinical requirements of RFA therapy.
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基于模拟学习和离体验证的可操纵导尿管力估计*
柔性机器人尖端接触力的监测和控制具有很高的应用需求,例如射频消融(RFA)导管的尖端力。本文提出了一种基于图像形状感知和模拟学习的实时尖端力估计方法。为此,采用贝塞尔样条插值方法,开发了一种基于图像的弯曲机器人广义形状感知技术。然后,利用非线性有限元模型模拟了商用导管在一系列尖端力作用下的挠曲。接下来,以贝塞尔样条控制点为输入,尖端力为输出的数据集,训练两个独立的数据驱动模型,即人工神经网络(ANN)和支持向量回归(SVR)。为了验证,当导管压在猪心房组织上时,将训练好的模型用于实时尖端力估计。测试是使用通用试验机进行的,该试验机记录了地面真实接触力。结果表明,人工神经网络模型的平均绝对误差为0.0217±0.0191 N,支持向量回归模型的平均绝对误差为0.0178±0.0121 N,相关系数为0.991。在验证实验中,该方法的最小计算刷新率分别为646 Hz (ANN)和917 Hz (SVR)。该方法的性能符合RFA治疗的临床要求。
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