用计算常数计算差分双电极电导池的校正

Q3 Energy
O. Mikhal, D. V. Meleshchuk, O. Stennik
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引用次数: 0

摘要

研究对象是一种具有计算常数的差分双电极电导率池,设计用于实际实现国家液体电解质电导率测量标准中的长度单位——米。微分池由两个直径相同但长度不同的管组成。本文提出了一个计算电解槽常数和测定电导率的理想模型。在测量液柱电阻时,用于填充电池的孔的存在、导致电池中间电流密度分布的均匀性失真以及水溶液的显著介电渗透率导致显著误差。文章给出了计算两种校正的数学表达式。首先,由于电池的入口和出口孔的存在而导致的场均匀性的畸变所引起的校正。其次,由于电解质水溶液中存在偏置电流而引起的校正。给出了一个基于两个直径分别为9mm、长度分别为50和100mm的管的差分池的外观,该差分池作为乌克兰国家测量标准的一部分正在进行测试。参考文献7,图5,表2。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
CALCULATION OF CORRECTIONS OF DIFFERENTIAL TWO-ELECTRODE CONDUCTIVITY CELLS WITH CALCULATED CONSTANT
The object of study is a differential two-electrode conductivity cell with a calculated constant, designed for the practical realization of the unit of length – a meter in national measurement standards of electrolytic conductivity of liquids. The differential cell consists of two tubes of the same diameter but different lengths. The article presents an idealized model for calculating cell constants and determining electrolytic conductivity. The presence of holes for filling the cell, caus-ing a distortion of the uniformity of the current density distribution in the middle of the cell, and a significant dielectric permeability of aqueous solutions lead to significant errors when measuring the resistance of liquid columns. The arti-cle presents mathematical expressions for calculating two types of corrections. First, the correction caused by the dis-tortion of the field uniformity due to the presence of the inlet and outlet holes of the cell. Secondly, the correction caused by the presence of bias currents in aqueous solutions of electrolytes. The appearance of a differential cell based on two tubes with a diameter of 9 mm and a length of 50 and 100 mm, respectively, which is being tested as a part of the national measurement standard of Ukraine, is given. References 7, figures 5, tables 2.
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来源期刊
Technical Electrodynamics
Technical Electrodynamics Energy-Energy Engineering and Power Technology
CiteScore
1.80
自引率
0.00%
发文量
72
审稿时长
4 weeks
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