Analytical Study of Magnetic Flux Density for Circular Spiral and Square Spiral Coils

Rithvik Reddy Adapap, S. S. Nawaz, D. G. Padhan
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Abstract

This paper analyses different types of coil systems to produce volumes of uniform magnetic field. The square spiral coils are easier to implement than the circular ones. In this paper, a new analytical calculation for magnetic flux density of the spiral coils is presented, which is simpler than the greenhouse method. This paper presents a comparative study of the magnetic field distribution for circular and square coils. The magnetic flux density is obtained using the Biot- Savart’s law, furthermore a detailed analysis is performed in order to obtain simple mathematical expressions that relate the area, with uniform magnetic field, to the length of the different coils and number turns of the coils. Two adaptations of the Biot- Savart’s law are developed in this paper which offer a means of calculating the flux density given the position of interest, the coil geometry, and the amount current passing through the coil. The calculation of the magnetic flux density using analytical formulas and finite element simulations are compared. Finally, a cube volume of uniform magnetic field in each coil is calculated. In this paper magnetic flux densities are determined for different currents at various locations for circular coil as well as square coil. Computational models are constructed and simulated using ANSYSS Maxwell software in order to validate the calculated results of the magnetic field distribution of each geometry considering similar parameters.
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圆螺旋和方螺旋线圈的磁通密度分析研究
本文分析了不同类型的线圈系统产生均匀磁场的效果。方形螺旋线圈比圆形线圈更容易实现。本文提出了一种比温室法更简便的螺旋线圈磁通密度解析计算方法。本文对圆形线圈和方形线圈的磁场分布进行了比较研究。利用Biot- Savart定律求出了磁通密度,并进行了详细的分析,得到了均匀磁场下面积与不同线圈长度和线圈匝数之间的简单数学表达式。本文提出了对Biot- Savart定律的两种改进,在给定感兴趣的位置、线圈几何形状和通过线圈的电流量的情况下,提供了一种计算磁通密度的方法。比较了解析公式和有限元模拟计算磁通密度的方法。最后,计算出每个线圈中均匀磁场的立方体体积。本文测定了圆形线圈和方形线圈在不同位置的不同电流下的磁通密度。利用ansys Maxwell软件建立计算模型并进行仿真,验证了考虑相似参数时各几何形状磁场分布的计算结果。
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