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首页> 外文期刊>Electric Power Applications, IET >Calculation of mutual inductance and magnetic force between two thick coaxial Bitter coils of rectangular cross section
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Calculation of mutual inductance and magnetic force between two thick coaxial Bitter coils of rectangular cross section

机译:矩形截面的两个厚同轴Bitter线圈之间的互感和磁力的计算

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摘要

The mutual inductance and magnetic force between coaxial Bitter coils with rectangular cross section were recently calculated by some authors using semi-analytical expressions based on two integrations (Ren et al.) and by using the Bessel function approach (Conway). In this study, these important electrical quantities are calculated using the analytical and semi-analytical expressions based on elliptical integrals of the first and second kinds, Heuman's Lambda function, and two simple integrals with their kernel functions continuous on the whole integration interval. Simple Gaussian numerical integration is used. This method can be applied to calculate the mutual inductance and magnetic force between two thin Bitter disk coils (pancakes) as well as between two Bitter coils, where one has a rectangular cross section and the other is a thin disk (pancake). The calculations of the mutual inductances and magnetic forces are validated by comparison with values already published in the literature. The presented approach has advantages of high accuracy and low computational time.
机译:一些作者最近使用基于两个积分的半解析表达式(Ren等人)和贝塞尔函数方法(Conway),计算了矩形截面的同轴Bitter线圈之间的互感和磁力。在这项研究中,这些重要的电量是使用基于第一类和第二类椭圆积分,Heuman Lambda函数以及两个简单积分且其核函数在整个积分区间上连续的解析和半解析表达式来计算的。使用简单的高斯数值积分。此方法可用于计算两个薄Bitter盘线圈(薄饼)之间以及两个Bitter线圈(一个横截面为矩形,另一个是薄盘(薄饼))之间的互感和磁力。通过与文献中已发布的值进行比较,可以验证互感和磁力的计算。所提出的方法具有高精度和低计算时间的优点。

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