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Inductance Calculations for Circular Coils of Rectangular Cross Section and Parallel Axes Using Bessel and Struve Functions

机译:使用Bessel和Struve函数计算矩形截面和平行轴的圆形线圈的电感

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摘要

A simple method for calculating the mutual and self inductances of circular coils of rectangular cross section and parallel axes is presented. The method applies to non-coaxial as well as coaxial coils, and self inductance can be calculated by considering two identical coils which coincide in space. It is assumed that current density is homogeneous in the coil windings. The inductances are given in terms of one-dimensional integrals involving Bessel and Struve functions, and an exact solution is given for one of these integrals. The remaining terms can be evaluated numerically to great accuracy using computer packages such as Mathematica. The method is compared with other exact methods for the coaxial case, and with a filamentary method for the non-coaxial case. Excellent agreement was found in all cases, and the exact method presented here agrees with another exact coaxial method to great numerical accuracy.
机译:提出了一种计算矩形截面和平行轴的圆形线圈的互感和自感的简单方法。该方法适用于非同轴线圈和同轴线圈,并且可以通过考虑两个在空间上重合的相同线圈来计算自感。假设在线圈绕组中电流密度是均匀的。电感是根据涉及Bessel和Struve函数的一维积分给出的,并且为这些积分之一给出了精确的解决方案。可以使用诸如Mathematica之类的计算机软件包对其余项进行数值评估,以达到很高的准确性。该方法与同轴外壳的其他精确方法以及非同轴外壳的细丝方法进行了比较。在所有情况下都发现了极好的一致性,这里介绍的精确方法与另一个精确的同轴方法具有很高的数值精度。

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