Concept and Armonic Analysis Used for Processing Data Sampled by Mecatronic Devices in Smart Measurement Processes

D. Stanciu, G. Gheorghe, D. Cioboata, A. Abalaru
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引用次数: 1

Abstract

Abstract Harmonic analysis is a mathematical method that performs the determination (approximation) of continuous functions by the sum of ideal sinusoids. By selecting these sinusoids in a judicious way, in defining the methods of smart measurement of a part, it is possible to separate the geometrical elements of a part into geometric elements of the shape (circularity, eccentricity, etc.) of the geometric elements corresponding to the state surfaces. This article, using the research carried out under the doctoral thesis “COMPLEX STUDIES, RESEARCH AND EXPERIMENTATION OF PRECISION MECHANICAL GEARING TRANSMISSIONS USING HIGH PRECISION HARMONICS METHODS ”, aims to perform an original work and thus to present and analyze the main methods of processing the data gathered in the process measurement of the parts made and used in mechatronic equipment by resorting to harmonic analysis.
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智能测量过程中机电设备采样数据处理的概念及谐波分析
谐波分析是一种用理想正弦波的和来确定(逼近)连续函数的数学方法。通过明智地选择这些正弦波,在定义零件智能测量方法时,可以将零件的几何元素分离为与状态面相对应的几何元素的形状(圆度、偏心率等)的几何元素。本文以博士论文《精密机械齿轮传动系统高精度谐波法的复杂研究、研究与实验》为研究对象,提出并分析了利用谐波分析对机电设备制造和使用零件的过程测量数据进行处理的主要方法。
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审稿时长
4 weeks
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