Adrian Rotariu
Military Technical Academy
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Featured researches published by Adrian Rotariu.
Key Engineering Materials | 2013
Adinel Gavrus; Florina Bucur; Adrian Rotariu; Sorin Cănănău
The complex loading paths of non-conventional or rapid forging processes, especially as regards the important gradients of the plastic strain and strain rate characterizing the material deformation, require a reliable knowledge of the rheological constitutive equations. Some recent studies propose adequate phenomenological formulations taking into account the corresponding local physical mechanisms and the sensitivity of the true stress with respect to all mechanical variables. At the same time important scientific efforts have been focused in order to identify correctly all the constitutive law parameters, using adequate mechanical tests and robust numerical tools based generally on the inverse analysis principle. It is known that this new method requires building of a rigorous and adequate experimental space, using data obtained from loading conditions close to the industrial forming process. Then to explore high variations of plastic strain and strain rate, one of the most suitable tests are based on high speed hydraulically press and on the Split Hopkinson Pressure Bars test (SHPB). Consequently this paper propose to improve the experimental data accuracy obtained from the SHPB device by using finite element simulations of the entire high speed mechanical experiment together with the description of the inverse analysis strategy applied in order to analyze the thermo-mechanical constitutive behavior of metallic materials behavior and to identify the corresponding rheological parameters. The first part of this study will be dedicated to a short description of the experimental SHPB test analysis and to the analysis of the measurement data which can be used to describe the real mechanical loadings of the specimen. A new experimental calibration method of the acquisition signals, based on the finite element modeling of the elastic bars deformation during an impact without specimen, will be detailed. Using ABAQUS and CAST3M software, this method is validated from the comparison of the elastic strains variation obtained by the numerical simulations. In a second part will be detailed the inverse analysis strategy together with a real application concerning the rheological behavior of an aluminum alloy using a “dumbbell” specimen during a high speed upsetting test starting from a proposed constitutive relationship. Finally, special “cap” geometries of the material sample will be analyzed during a SHPB compression test in order to understand the feasibility of the proposed method to expand the material constitutive behavior identification to severe loadings. It is then shown the capacity to describe deformation path close to the rapid manufacturing processes and high speed machining.
Journal of Applied Polymer Science | 2017
Gabriela Toader; Edina Rusen; Mircea Teodorescu; Aurel Diacon; Paul O. Stanescu; Celina Maria Damian; Traian Rotariu; Adrian Rotariu
Propellants, Explosives, Pyrotechnics | 2016
Constantin Enache; Eugen Trană; Traian Rotariu; Adrian Rotariu; Viorel Tudor Ţigănescu; Teodora Zecheru
EPJ Web of Conferences | 2015
Florina Bucur; Eugen Trana; Adrian Rotariu; Adinel Gavrus; Cristian Barbu; Dominique Guines
Journal of Biotechnology | 2016
Marius Valeriu Cîrmaci Matei; Adrian Rotariu
Archive | 2015
Matache Liviu; Marius Valeriu Cîrmaci Matei; Adrian Rotariu; Georgeta Diana Nistoran
F-and-B'08 Proceedings of the 1st WSEAS international conference on Finite differences - finite elements -finite volumes - boundary elements | 2008
Adrian Rotariu; Marius Marmureanu
F-and-B'08 Proceedings of the 1st WSEAS international conference on Finite differences - finite elements -finite volumes - boundary elements | 2008
Marius Marmureanu; Adrian Rotariu
international conference on applied mathematics | 2007
Adrian Rotariu; Marius Valeriu Cirmaci; Vasile Nutu; Lucian Istode; Tiganescu Viorel
international conference on applied mathematics | 2007
Marius Marmureanu; Tudor Cherechs; Adrian Rotariu; Zecheru Teodora