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A preliminary study on mathematic modeling of annular magnets in magnetic tracking systems

机译:磁跟踪系统中环形磁体数学建模的初步研究

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In the minimally invasive surgery and diagnoses such as wireless capsule endoscopy (WCE) or natural orifice transluminal endoscopic surgery (NOTES), accurate position and orientation information of the instrument is very important when it moves inside human body. Usually, magnetic tracking method is used to locate the target, in which a small magnet is enclosed. With the signals from the magnetic sensors, the position and orientation information of the magnet can be estimated based on an appropriate magnetic field model and optimization algorithm. Magnetic dipole model is the mostly used model in magnetic tracking, which can provide three dimensional position (3D) and two dimensional orientation (2D) information. The rotation information about the magnetic moment cannot be estimated. In order to utilize the six dimensional (6D) information, a specific mathematic model of magnetic field is needed rather than the magnetic dipole model. In this paper, we proposed a mathematic model for the annular magnet. This model can provide 3D position and 3D rotation information for tracking. The proposed mathematic model is based on the superposition principle and the Biot-Savart law. Finite element software is used to verify this model. Simulation result shows that the model is better than magnetic dipole model.
机译:在微创手术和诊断的诸如无线胶囊内窥镜(WCE)或天然孔口腔内检查(笔记)中,当它在人体内移动时,仪器的精确位置和方向信息非常重要。通常,磁性跟踪方法用于定位目标,其中封闭小磁体。利用来自磁传感器的信号,可以基于适当的磁场模型和优化算法估计磁体的位置和方向信息。磁性偶极模型是磁跟踪中的主要使用模型,其可以提供三维位置(3D)和二维取向(2D)信息。无法估计关于磁矩的旋转信息。为了利用六维(6D)信息,需要需要的磁场的特定数学模型而不是磁性偶极模型。本文提出了环形磁体的数学模型。该模型可以提供3D位置和3D旋转信息以进行跟踪。所提出的数学模型基于叠加原则和BIOS-SAVART法律。有限元软件用于验证此模型。仿真结果表明,该模型优于磁性偶极模型。

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