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Calculation of the Self-inductance of a Rectangular Magnetizer Coil

机译:矩形励磁机线圈自感的计算

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The self-inductance of the operating coil of a magnetizing device is calculated using different methods. The winding of the coil under investigation basically consists of copper sheets with rectangular concentric inner and outer contours. These plates form the turns of a Bitter coil. They are stacked together with an electric insulation between them and connected in series to form a helix-like winding. Analytical formulae for cylindrical coils can only be applied as a coarse approximation due to the rectangular cross-section and because of exact geometric measures of current paths such as for arrangements of filamentary wires not being available. More reliable results are obtained, if first self- and mutual inductances of all turns are determined according to Neumann's formula and the resulting self-inductance is determined afterwards with respect to the connection for all turns in series. A 3D-FEM analysis is carried out in order to verify the method described above and to judge the influence of eddy-current phenomena, i.e. the skin-effect, which might become important in the usual transient operation mode.
机译:磁化装置工作线圈的自感可以通过不同的方法来计算。所研究的线圈的绕组基本上由具有矩形同心内外轮廓的铜片组成。这些板形成苦味线圈的匝。它们堆叠在一起并在它们之间具有电绝缘,并串联连接以形成螺旋状的绕组。由于矩形横截面,并且由于电流路径的精确几何尺寸(例如,对于丝线的布置不可用),圆柱线圈的分析公式只能作为粗略近似应用。如果根据诺伊曼公式确定所有匝的第一自感和互感,并且随后针对串联的所有匝的连接确定所得的自感,则可以获得更可靠的结果。为了验证上述方法并判断涡流现象的影响,即趋肤效应,进行了3​​D-FEM分析,这在通常的瞬态操作模式下可能变得很重要。

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