首页> 外文期刊>Advanced Robotics: The International Journal of the Robotics Society of Japan >Developing a method to plan robotic straight needle insertion using a probability-based assessment of puncture occurrence
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Developing a method to plan robotic straight needle insertion using a probability-based assessment of puncture occurrence

机译:开发一种使用基于概率的穿刺发生率评估来计划机器人直针插入的方法

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摘要

Needle-based treatments for cancer require accurate placement of the needle tip into the target tissue. However, it is often difficult to insert a needle accurately because of the cancer displacement caused by organ deformation. Therefore, developing a planning method based on a numerical simulation that analyzes organ deformation is important for accurate needle insertion. However, predicting the puncture conditions, including the force applied to the needle is not trivial owing to marked variations in the experimental data. The purpose of this research is to develop a novel method for predicting a robust path for straight needle insertion with various puncture points. The method is based on the probabilities of the various puncture conditions and evaluates the expected accuracy of needle placement. First, a probability-based puncture condition was established and the expected accuracy of needle placement was defined. We also performed in vitro needle insertion experiments using a porcine liver. Significant variations in puncture force were observed. Accordingly, we established a probability distribution for the tissue stress caused by the puncture. An in vitro experiment was performed to measure needle placement accuracy using the optimized path. Experimental results show that the proposed method achieves a mean accuracy of 1.5 mm.
机译:基于针的癌症治疗方法需要将针尖准确放置到目标组织中。但是,由于器官变形引起的癌变,通常难以准确地插入针头。因此,开发一种基于数值模拟的分析器官变形的计划方法对于准确插入针头至关重要。但是,由于实验数据的明显变化,因此预测穿刺条件(包括施加到针头的力)并非易事。这项研究的目的是开发一种新方法,用于预测具有各种穿刺点的直针插入的稳健路径。该方法基于各种穿刺条件的概率,并评估预期的针头放置精度。首先,建立了基于概率的穿刺条件,并定义了预期的针头放置精度。我们还使用猪肝进行了体外针头插入实验。观察到穿刺力的显着变化。因此,我们建立了由穿刺引起的组织应力的概率分布。使用优化的路径进行了一项体外实验,以测量针头放置的准确性。实验结果表明,该方法的平均精度为1.5 mm。

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