Ammar Soukkou

Work place: Renewable Energy Laboratory, Faculty of Sciences and Technology, Electronics Department, Jijel University, P.O. Box .98, Ouled-Aissa, Jijel, 18000, Algeria

E-mail: soukkou.ammar@univ-jijel.dz

Website:

Research Interests: Engineering, Computational Engineering

Biography

Dr. Ammar Soukkou is a Professor of Electronics at the Faculty of Sciences and Technology, Jijel University, Algeria. He received his Engineering degree, the Magister degree, and the Doctorate (PhD) in Engineering Control (2008) from Electronics Department, Setif University, Algeria. He is, also, received the Habilitation à Diriger les Recherches (HDR) degree from Department of Electronics, Jijel University, Algeria. Since 2000 to 2005, he held different positions involved in industrial field and education at Skikda University, Algeria. Since 2005, he has been an Assistant Professor at the Electronics department, University of Jijel, Algeria. He is the author of various publications in international journals & proceedings.

Author Articles
Design and Implementation of Real Time RMS Measurement System based on Wavelet Transform Using adsPIC-type Microcontroller

By Hossam Eddine Guia Ammar Soukkou Redha Meneceur Abdelkrim Mohrem

DOI: https://doi.org/10.5815/ijigsp.2020.06.05, Pub. Date: 8 Dec. 2020

This paper presents a design and implementation of Root Mean Square (RMS) measurement system based on fast discrete Wavelet using a dsPIC-type microcontroller. For data acquisition, two sensors have been used such as the voltage divider for sensing voltage and the Hall Effect sensor for sensing the current. The proposed method has the real-time calculation advantages and can be used in sinusoidal and non–sinusoidal electrical power systems. The results of calculations have been verified using MATLAB and Proteus ISIS simulations. It has been proved that the Wavelet transform measuring technique is more accurate as it takes in consideration all the harmonics in the analyzed signal and provides temporal information, which is absent in other transforms or not directly available in the Fourier transform.

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