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The cylindrical cross-capacitor as a calculable standard

机译:圆柱形交叉电容器作为可计算标准

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A type of cylindrical capacitor is described for which the capacitance per unit length may be computed with very great precision. It consists of a hollow conducting cylinder divided into four insulated sections by gaps parallel to its axis. The defined capacitance is the direct capacitance between pairs of internal opposing faces of the cylinder. If the two capacitances so obtained are equal, both are equal to (log???????? 2)/4????????2 e.s.u./cm whatever the shape of the cross-section of the cylinder. If the two cross-capacitances are not quite equal, the mean capacitance per unit length is very nearly equal to the above value. A measurement of the effective length of the capacitor is the only mechanical measurement required for the computation of the mean cross-capacitance. The length may be defined by using guard electrodes, and techniques are described for eliminating uncertainties in the position of the guard gaps. An alternative is to measure the change of capacitance for a known movement of a terminating shield. An experimental capacitor constructed from round bars is described. The computed capacitance (1pF) agreed to 1 part in 105 with the value measured in terms of standards of resistance and frequency.
机译:描述了一种圆柱电容器,对于该圆柱电容器,可以非常高精度地计算每单位长度的电容。它由一个空心的导电圆柱体组成,圆柱体通过平行于其轴线的间隙分成四个绝缘部分。定义的电容是成对的圆柱体内部相对表面之间的直接电容。如果如此获得的两个电容相等,则无论圆柱体的横截面形状如何,都等于(log ????????? 2)/ 4 ???????? 2esu / cm 。如果两个交叉电容不太相等,则每单位长度的平均电容将非常接近上述值。电容器有效长度的测量是计算平均交叉电容所需的唯一机械测量。可以通过使用保护电极来定义长度,并且描述了用于消除保护间隙的位置的不确定性的技术。一种替代方法是测量端接屏蔽罩已知运动的电容变化。描述了由圆棒构成的实验电容器。计算出的电容(1pF)等于105中的1分之一,该值与根据电阻和频率标准测得的值一致。

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