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Capacitance corrections for the guard, edge and corner situations

机译:防护装置,边缘和拐角情况下的电容校正

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The present standards for the accurate measurement of the dielectric constant give corrections to account for the edge and guard gap capacitances. It is maintained that these published corrections are unsatisfactory. The author calculates the guard gap corrections for an arbitrary dielectric constant, comments on the value of using thick electrodes, and calculates the corrections for unguarded disk capacitors and for square capacitors. These edge corrections increase logarithmically as the spacing is decreased and are of lesser importance for high-dielectric-constant samples. It is shown that the disk and the square plate capacitors give rise to quite similar excess capacitances. These results are also useful for the evaluation of microstrip capacitances. It is shown that there are no additive corner effects, even though the charge density has a corner singularity. A theoretical prediction of a power law dependence (exponent approximately=-0.7) at the square corner is confirmed numerically.
机译:用于精确测量介电常数的当前标准对边缘和保护间隙电容进行了校正。坚持认为这些已发布的更正不令人满意。作者计算出任意介电常数的保护间隙校正值,评论使用厚电极的值,并计算出无保护盘式电容器和方形电容器的校正值。随着间距的减小,这些边缘校正量呈对数增加,对于高介电常数的样品而言,这些校正的重要性较小。结果表明,圆盘电容器和方板电容器会产生非常相似的过大电容。这些结果对于评估微带电容也很有用。结果表明,即使电荷密度具有拐角奇点,也没有附加的拐角效应。从数值上证实了方角处幂律相关性(指数近似= -0.7)的理论预测。

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