基于幂律的阻抗函数的实现:在食用饮料中的应用

S. Kapoulea, C. Psychalinos, A. Elwakil
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引用次数: 0

摘要

本文介绍了一种简化实现复杂多参数阻抗函数的新方法。该概念基于对整个阻抗函数的考虑,并通过合适的基于曲线拟合的算法逼近其频率特性,而不是单独逼近函数的中间项。通过这种方式,总阻抗由基于一个传递函数的拓扑实现,从而降低了复杂性。描述可食用饮料电性能的阻抗函数可以被视为一个典型的例子,因此,用于验证所提出的概念。以Bairrada红葡萄酒、半脱脂牛奶和有机半脱脂牛奶等不同的饮料样品为研究对象,通过模拟和实验结果对所提方案的性能进行了评价。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
On the Realization of Power-Law Based Impedance Functions: Application to Edible Drinks
A novel procedure for compact realization of complex, multiple-parameter impedance functions is introduced in this paper. The concept is based on the consideration of the whole impedance function and the approximation of its frequency characteristics through a suitable curve-fitting-based algorithm, instead of separately approximating the intermediate terms of the function. In this way, the total impedance is implemented by a topology which is based on one transfer function, offering the benefit of reduced complexity. The impedance function that describes the electrical properties of edible drinks can be considered as a characteristic example and, therefore, is used for the verification of the proposed concept. Different samples of drinks, red wine from Bairrada, semi-skimmed and organic semi- skimmed milk, are considered with the behavior of the proposed schemes being evaluated through simulation and experimental results.
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