UOP staff
TZIRTZILAKIS EFSTRATIOS
PROFESSOR
VISE RECTOR OF FINANCE AND ELECTRONIC GOVERNANCE
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
Ε-mail: etzirtzilakis (at) uop (dot) gr
Phone: 2610-369-071
Short CVDr. Efstratios Tzirtzilakis is serving as a full Professor at the Department of Mechanical Engineering, University of the Peloponnese, Greece. He is also Vice Rector for Finance and Electronic Governance of UoP. He has also served as head of the Mechanical Engineering Department during the academic years 2019-2021. He has a degree in Mathematics, an MSc in Applied Mathematics, and a PhD in Biomagnetic Fluid Dynamics (BFD). His research field lies in Computational Fluid Mechanics and especially BFD, ferrofluid and MagnetoHydroDynamic flows. He has published in mathematical formulation of BFD flow problems, numerical methods for the solution of fluid mechanics problems, internal and boundary layer flows with heat and mass transfer, analytic solutions and generally, in the research area of applied mathematics.

He is author or co-author of more than 60 papers in international refereed journals with more than 1800 references from other researchers. He is referee for more than 50 international journals and reviewer of the American Mathematical Society. He is also member of the Editorial Board of the “Mathematical Problems in Engineering” (JSR IF 1.430) and “Mathematics” (JSR IF 2.592) International Journals. He has given lectures in several conferences and has been invited to give a lecture at the University of Cambridge. He is an expert in BFD flows and two of his publications were selected for the “Virtual Journal of Biological Physics Research”, where the papers published are reviewed for second time by a different editor and considered to constitute frontier research. He has also included four times in the database «Data for Updated science–wide author databases of standardized citation indicators», which includes the top 2% of the researchers worldwide with respect the number of citations in a specific area of research. For the years 2020, 2021 and 2023 in the research area “Mechanical Engineering & Transports, Applied Mathematics, Mathematics & Statistics” and in 2022 in the area “Mechanical Engineering & Transports, Engineering, Fluids & Plasmas”. In the past he has received scholarships from the Greek State Scholarship Foundation during his graduate and post-doctoral studies.
Scientific Interest: Applied mathematics in fluid mechanics

Computational Fluid Mechanics (CFD),  Biomagnetic fluid Dynamics (BFD), FerroHydrodynamics (FHD),  MagnetoHydroDynamics (MHD)

Numerical Methods for Solution of Partial Differential Equations. Heat and mass transfer in Fluid Dynamics, Nanoparticles flows, Mathematical modelling. Boundary layer, cavity and internal flows for laminar or turbulent flow.