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首页> 外文期刊>Proceedings of the IEE - Part A: Power Engineering >The calculation of discharge currents in a torus with a continuous conducting liner
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The calculation of discharge currents in a torus with a continuous conducting liner

机译:具有连续导电衬套的圆环中的放电电流的计算

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A continuous metallic liner has been introduced into the Zeta torus. The parasitic current flowing in this liner will limit the permissible rate of current increase in the discharge. Therefore the behaviour of the system when gas and liner currents are of the same order must be calculated, and for this purpose an equivalent circuit is established. In a first analysis, all the elements in this circuit are assumed to be constant throughout the discharge, and the currents flowing are found by normal interpretation of the appropriate thirdorder differential equations. These results are useful for machine trials, and provide a check on the second stage of analysis in which the variation of the inductance of the gas during the pulse is taken into account. This second calculation is of course much more difficult than the first, and is performed with a digital computer. The computer has now examined the conditions which are of immediate interest, and has shown that in all of them the energy loss in the liner can be tolerated. Sufficient data are now available for deduction of the discharge parameters to be made from experimental results.
机译:连续的金属衬里已被引入Zeta圆环。在该衬管中流动的寄生电流将限制放电中允许的电流增加速率。因此,必须计算气体和衬管电流为同一数量级时系统的行为,并为此目的建立等效电路。在第一个分析中,假定该电路中的所有元件在整个放电过程中都是恒定的,并且通过适当解释三阶微分方程的正常解释来找到流动的电流。这些结果对于机器试验很有用,并提供了分析的第二阶段的检查,其中考虑了脉冲期间气体电感的变化。当然,这种第二计算比第一计算困难得多,并且是用数字计算机执行的。现在,计算机已经检查了紧迫的条件,并表明在所有这些条件下,衬套中的能量损失都是可以容忍的。现在有足够的数据可用于从实验结果中推断出排放参数。

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