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Publications by Author: Azoui Cherifa

2019
Cherifa, Azoui, and Benmohammed Brahim. 2019. “Etude de l’influence de quelques paramètres sur la stabilité du fraisage des parois minces avec tracé des lobes de stabilité”. The international conference on innovative materials, manufacturing, and advanced technologies (IMMAT’2019), Monastir 17-19 Octobre 2019, Tunisie. Publisher's Version
2018
Cherifa, Azoui, and Benmohammed Brahim. 2018. “Stability lobes prediction in high speed milling , ISSN 2067–3604”. International Journal of Modern Manufacturing Technologies Vol. X (N°1) : pp 37-42. Publisher's Version Abstract
Different techniques are used to obtain approximate solutions for delayed functional differential equations (RFDEs). All these models used the so-called stability lobe diagrams, to choose the maximum axial depth of cut for a given spindle speed associated with a free chatter in machining. In this research paper, the ZOA (Zeroth Order Approximation) and SD (Semi Discretization) methods are explained, developed and used to obtain the stability lobe diagrams for a milling cutting system with two degree of freedom, in high speed machining case.
2017
Cherifa, Azoui, and Benmohammed Brahim. 2017. “A review of milling stability using semi discretization method”. La 3ème Conférence Internationale de Mécanique (I.C.M.’ 2017) Annaba, 26-27 Avril . Publisher's Version
2015
Cherifa, Azoui, and Benmohammed Brahim. 2015. “Stability lobes for 1 DOF and 2 DOF milling system”. 6ème Congrès International Conception et Modélisation des Systèmes Mécaniques (CMSM’2015), Hammamet, Tunisie, 23 - 25 Mars . Publisher's Version
Stability Lobes for 1DOF and 2DOF Milling System
Cherifa, Azoui, and Benmohammed Brahim. 2015. “Stability Lobes for 1DOF and 2DOF Milling System”. In Design and Modeling of Mechanical Systems - II, Springer, Cham , p. pp 645-650. Publisher's Version Abstract
Recently, the investigation of periodic motion of the delay differential (DDEs) and the associated variation systems become into the focus of many studies. One of the most important motivations is the milling process analysis. In this work, the semi discretization method is briefly explained and have been applied for 1-DOF (degree of freedom) and 2-DOF milling system in order to build the stability lobes charts.