J
Javad Akbari
Researcher at Sharif University of Technology
Publications - 91
Citations - 2106
Javad Akbari is an academic researcher from Sharif University of Technology. The author has contributed to research in topics: Machining & Grinding. The author has an hindex of 24, co-authored 84 publications receiving 1705 citations. Previous affiliations of Javad Akbari include Islamic Azad University, Isfahan & University of Malaya.
Papers
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Journal ArticleDOI
Ultrasonic-assisted drilling of Inconel 738-LC
Bahman Azarhoushang,Javad Akbari +1 more
TL;DR: In this article, the design of an ultrasonically vibrated tool holder and the experimental investigation of ultrasonic assisted drilling of Inconel 738-LC was presented, where the circularity, cylindricity, surface roughness and hole oversize were measured and compared.
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Closed-form solutions of the pull-in instability in nano-cantilevers under electrostatic and intermolecular surface forces
TL;DR: In this article, a distributed parameter model is used to study the pull-in instability of cantilever type nanomechanical switches subjected to intermolecular and electrostatic forces.
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Microfluidic‐Based Approaches in Targeted Cell/Particle Separation Based on Physical Properties: Fundamentals and Applications
Rohollah Nasiri,Rohollah Nasiri,Amir Shamloo,Samad Ahadian,Leyla Amirifar,Javad Akbari,Marcus J. Goudie,KangJu Lee,Nureddin Ashammakhi,Mehmet R. Dokmeci,Dino Di Carlo,Ali Khademhosseini +11 more
TL;DR: In this article, the most commonly used label-free microfluidic-based cell separation methods are described and the challenges and perspectives to further develop such methods are discussed, as well as computational approaches complementing such methods.
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Ultrasonic-Assisted Grinding of Ti6Al4V Alloy
TL;DR: In this paper, the effect of imposition of ultrasonic vibration on the grinding of Ti6Al4V alloy is studied, and machining forces and surface roughness are compared between conventional grinding (CG) and ultrasonic assisted grinding (UAG) processes.
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Torsion of strain gradient bars
TL;DR: In this paper, the governing differential equation and boundary conditions of strain gradient microbar were derived using variational approach and a closed-form analytical solution was obtained for static torsion and the characteristic equation, which gives the natural frequencies, was derived and analytically solved for the free torsional vibrations of the strain-gradient microbar.