International Journal of Engineering and Applied Physics <hr /><hr /> <table style="width: 99.4295%; height: 247px;" width="100%" bgcolor="#f0f0f0"> <tbody> <tr style="height: 247px;" valign="top"> <td style="width: 125px; height: 247px;"> <p> </p> <p> Journal title<br /> Initials<br /> Frequency<br /> ISSN<br /> Affiliation<br /> Email</p> </td> <td style="width: 420px; height: 247px;"> <p> </p> <p>: <strong>International Journal of Engineering and Applied Physics</strong> <br />: <strong>Int J Eng and Appl Phys</strong><br />: <strong>3 issues per year</strong><br />: <strong>2737-8071</strong><strong><br /></strong>: <strong>ENSA , Chouaib Doukkali University, Morocco</strong><br />: <strong><a href=""></a></strong></p> </td> <td style="width: 147px; height: 247px;"> <img src="" alt="International Journal of Engineering and Applied Physics Cover" width="1654" height="2339" /></td> </tr> </tbody> </table> <hr /><hr /> <div align="justify"> <p><strong>The International Journal of Engineering and Applied Physics (IJEAP)</strong>, is an open access, online international journal. IJEAP is a peer reviewed technical journal publishes original research contributions and is an unparalleled resource for key advances in the field of engineering. Scope of the journal includes but not limited to applied physics and applied mathematics, automation and control, biomedical engineering, chemical engineering, civil engineering, computer engineering, computer science, data engineering and software engineering, earth and environmental engineering, electrical engineering, industrial engineering and operations research, information technology and informatics, materials science, measurement and metrology, mechanical engineering, medical physics, power engineering, signal processing and telecommunications.<br />The IJEAP journal aims for a publication speed of 90 days from submission until final publication. IJEAP uses the LOCKSS archival system and cited in Google Scholar, ASI database, DRJI, ResearchBib, Citefactor, WorldCat and BASE.</p> </div> IJEAP en-US International Journal of Engineering and Applied Physics 2737-8071 <p>Copyright on any article in the <em><strong>International Journal of Engineering and Applied Physics</strong></em> is retained by the author(s) under the <strong><a title="ijeap Creative Commons license" href="" target="_blank" rel="noopener">Creative Commons license</a></strong>, which permits unrestricted use, distribution, and reproduction provided the original work is properly cited.</p> <h2>License agreement</h2> <p>Authors grant IJEAP a license to publish the article and identify IJEAP as the original publisher.</p> <p>Authors also grant any third party the right to use, distribute and reproduce the article in any medium, provided the original work is properly cited.</p> Selection of material through ‘Thermal-Stress’ analysis on Fusion 360 for a brake rotor. <p class="Abstract"><span lang="EN-US"><em>^</em>he braking systems are used for reducing speed or halting the vehicle. The brake rotors experience high frictional forces causing their wear and tear; kinetic energy is converted into heat energy which increases the temperature of the rotor. If an appropriate amount of heat is not dissipated it can deteriorate the quality of the rotor. This paper aims to determine better material from the traditionally used Grey Cast Iron. Heat dissipation, deformation and safety factor are determined by the physical and thermal properties of the material. To select the best material, ‘Thermal-Stress’ analysis is performed on Fusion 360 as a brake rotor experiences not only high torque but also high temperature at the same time. The results are conferred based on the various criteria discussed in the paper such as material properties, the temperature generated and FEA. The tests lead to Ti-6Al-4V (Ti Grade 5) as the best material.</span></p> Gaurav Maurya Copyright (c) 1 2 Hardy’s theorem for the generalized Bessel transform on the half line <p>In this article, we prove Hardy’s theorem for the generalized Bessel transform.</p> El Mehdi LOUALID Azzedine Achak Radouan Daher Copyright (c) 1 2 A modified shear deformation theory associated with the four-node quadrilateral element for bending and free vibration analyses of plates <p>Few years ago, the higher-order shear deformation theory of Shi was proven effective in the analysis of structures. In this paper, the author introduces a modification of above theory combined with four-node quadrilateral elements for bending and free vibration analyses of plates. Shear correction factor is not required here. The acceptable results obtained from the proposed element are a necessary prerequisite for the development of other problems in the near future.</p> Lan Hoang That Ton Copyright (c) 2021 Lan Hoang That Ton 1 2 235 241