Sensitivity of circular coils to conductivity changes: Analytical and numerical solutions

Koray Özkan, N. G. Gencer
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Abstract

The method of contactless conductivity imaging is based on the magnetic-induction magnetic-measurement principle. In this study, the sensitivity of the circular coil used for measuring magnetic fields, to conductivity changes is investigated. To do so, the electrical circuit model of the receiver coil and that of the conductive object is developed. The conductive object is modelled as a thin disk (cylinder) coaxially placed inside the circular coil. Another cylindrical object is assumed to be coaxially placed within the conductive object. It is assumed that, the conductive object is placed within a time varying but spatially constant magnetic field. An analytic formulation is developed for the determination of the sensitivity of the circular coil to the variations of the radius and conductivity of the second object (inhomogeneity). The validity of the model is tested with numerical simulations employing the ANSYS magnetic simulation software. The nonlinearity error between the analytic and numerical solutions is calculated as 1.38% of the full scale for β=0.1, and 11.2% of the full scale for β=0.2.
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圆线圈对电导率变化的敏感性:解析解和数值解
非接触式电导率成像方法是基于磁感应测磁原理的。本文研究了用于测量磁场的圆形线圈对电导率变化的敏感性。为此,建立了接收线圈和导电物体的电路模型。导电物体被建模为同轴放置在圆形线圈内的薄圆盘(圆柱体)。假设另一个圆柱形物体同轴地放置在导电物体内。假设导电物体被置于时变但空间恒定的磁场中。本文提出了一种分析公式,用于测定圆形线圈对第二物体(非均匀性)的半径和电导率变化的灵敏度。利用ANSYS磁仿真软件进行了数值仿真,验证了模型的有效性。当β=0.1时,解析解与数值解之间的非线性误差为满标度的1.38%,当β=0.2时,非线性误差为满标度的11.2%。
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