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This paper present novel approach for traction control of four wheel electric propulsion system for each wheel. This algorithm is necessary to improve the vehicle safety, the independent Machine Control philosophy is employed using an intelligent…

This paper present novel approach for traction control of four wheel electric propulsion system for each wheel. This algorithm is necessary to improve the vehicle safety, the independent Machine Control philosophy is employed using an intelligent…

During the Depression years, minority groups in the United States suffered more than the other segments of the American society. Yet, they were not the focus of New Dealers. One may wonder why and how were the lives of women, African Americans, and…

During the Depression years, minority groups in the United States suffered more than the other segments of the American society. Yet, they were not the focus of New Dealers. One may wonder why and how were the lives of women, African Americans, and…

This paper describes a two-dimensional computational fluid dynamics (CFD) model of flow with mass transfer to simulate a membrane separation system. The fluid domain comprises two reverse osmosis (RO) membranes and is fitted with different wavy…

The objective of this work is to carry out a sizing program of the photovoltaic system isolated from the grid by determining the size of the subsystems that make up the photovoltaic generator, the batteries, the charge regulator and the…

The New Towns policy in Algeria is a planning tool of the SNAT National Strategic Plan (2030), which aims to correct the double distortion of the national urban hierarchy and promote the post-oil smart economy. The country is facing continuous…

We address non-Gaussianity of quantum states of Harmonic Oscillatorisospectral potentials introduced in the super-symmetric quantummechanics (SUSYQM) approach. We show explicitly that the ground andthermal states are non-Gaussian and the…

 A new type of non-polynomial fractional spline function for approximating solutions of Fredholm-integral equations has been presented. For this purpose, we used a new idea of fractional continuity conditions by using the Caputo fractional derivative…

 A new type of non-polynomial fractional spline function for approximating solutions of Fredholm-integral equations has been presented. For this purpose, we used a new idea of fractional continuity conditions by using the Caputo fractional derivative…
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