Abdelhadi El Moudden

Work place: National School of Electricity and Mechanics, ENSEM University Hassan II Ain Chock, Casablanca, Morocco

E-mail: Ha.elmoudden@yahoo.fr

Website:

Research Interests: Computational Mathematics, Mathematics of Computing, Physics & Mathematics, Mathematics

Biography

Abdelhadi El Moudden. Doctor of Science of The National Polytechnic Institute Of Toulouse (INPT) – FRANCE. He is now Professor habilité in the National School of Electricity and Mechanics, ENSEM University Hassan II Ain Chock, Casablanca, Morocco.
His research interests include Dynamic Simulation of Electric Machinery , HSimulation and optimisation of renewable energy systemsH. He has presented and published many articles in scientific journals and conferences (IEEE).

Author Articles
Study of the Characteristics and Computation Analysis Results of Electromechanical Systems Models

By Berdai Abdelmajid Abdelhadi El Moudden Chornyi O.P.

DOI: https://doi.org/10.5815/ijitcs.2011.05.01, Pub. Date: 8 Nov. 2011

Today, simulation of electrical drives with asynchronous motors based on systems of differential equations is regarded as one of the principal means of their research study. The difficulty of the simulation is determined by the need for accuracy of the results obtained and the complexity of the mathematical model’s differential equations. In this article, we present a study of the particularities of the simulation of electrical drives systems with asynchronous motors. We have studied models composed of three-phase and orthogonal coordinates systems and we have shown that qualitative and quantitative differences exist in the process of changing the angular speed of the rotor and electromagnetic torque. The result obtained is above all influenced by the non-linear character of the load opposing a fan-type or “dry friction”-type resistant torque. For dual-earthed electromagnetic actuation with the moments of the resistant torques indicated, integration of differential equation systems was carried out with various digital methods used in professional mathematical software for simulation.

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