污瓷绝缘子闪络电压的新数学模型

P. Dixit, V. Krishnan, G. Nagabhushana
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引用次数: 4

摘要

本文采用实验试验和数学模型的方法研究了受污染陶瓷绝缘子的闪络特性。作为第一步,实验分两个阶段进行。在第一阶段,研究了不同等效盐沉积密度和电弧电流条件下污染绝缘子底面闪烁的电弧电压-电弧电流特性。然后利用这些实验结果确定Ayrton电弧电压梯度方程中的电弧常数A和n。在第二阶段,实验得到了三种不同类型盘状绝缘子的临界电流(闪络前的电流)和闪络电压。在实验结果的基础上,建立了污秽绝缘子闪络电压的广义数学模型。数学模型包括绝缘子的几何参数、污染程度、临界弧长、压力、湿度和电弧常数。该模型与其他研究人员的实验和理论结果进行了验证,一致性较好。
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A new mathematical model for flashover voltages of polluted porcelain insulators
In the present work, flashover behaviour of polluted ceramic insulators is investigated by means of experimental tests and a mathematical model. As a first step, experiments were conducted in two phases. In the first phase arc voltage-arc current behaviour were studied for scintillations on the underside of polluted insulator for different Equivalent Salt Deposit Densities and arc currents. These experimental results were then used to determine the arc constants A and n of Ayrton's arc voltage gradient equation. In the second phase, critical current (current just before flashover) and flashover voltages were obtained experimentally for three different types of disc insulators. Based on the experimental results, a new generalized mathematical model was developed for the flashover voltage of polluted insulators. The mathematical model includes geometrical parameters of the insulator, pollution severity, critical arc length, pressure, humidity and arc constants. The model was also verified with the experimental and theoretical results of other researchers and the agreement is good.
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