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引用次数: 3

摘要

建立了模拟水树电学特性的计算机模型。不同大小的树形图案,从针电极生长出来,是通过在矩形电阻抗网格上的随机游走过程产生的。研究了栅格总阻抗随树型大小的变化率。这与J.D. Cross和J.Y. Koo(1984)的实验结果进行了比较。计算机模型证实,水树簇中的水是以分散的形式包含的。结果表明,如果水树枝形成相互连接的空心通道,则这些通道中未填充的空隙数必须大于30%,才能使导纳的变化与Cross和Koo记录的电信号变化相当。如果用聚乙烯代替未填充的空隙来分离微滴的水,那么水的数量就更少了
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A network model of water tree
A computer model simulating the electrical properties of water trees has been developed. Tree-like patterns of various sizes, grown from a needle electrode, were generated by a random walk process on a rectangular grid of electrical impedances. The rate of change of the total impedance of the grid versus the size of the tree pattern was examined. This was compared with the experimental results of J.D. Cross and J.Y. Koo (1984). The computer model confirms that water in a water tree cluster is contained in a dispersed form. It is shown that, if water tree branches form interconnected, hollow channels, the number of unfilled voids in these channels must be greater than 30% for the changes in the admittance to be comparable with the changes in electric signal recorded by Cross and Koo. The quantity of water must be even smaller if polyethylene, instead of unfilled voids, separates microdrops of water.<>
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