Sorin Vlase
Papers
8
Total Citations
161
H-Index
5
About
Sorin Vlase is a distinguished mechanical engineer and applied mathematician whose research sits at the intersection of multibody system dynamics, finite element analysis, and analytical mechanics. His work focuses primarily on developing advanced mathematical formalisms for modeling the dynamic behavior of elastic mechanical systems, including industrial robots and complex multi-body structures. Vlase's most significant contribution lies in reformulating classical equations of motion for finite element analysis, moving beyond traditional Lagrangian approaches to explore alternative and often more computationally efficient methods. His highly cited 2020 paper on "Energy of Accelerations" (86 citations) introduced a novel framework for deriving three-dimensional finite element motion equations, while subsequent work explored Kane's method and Gibbs–Appell equations as powerful alternatives for elasto-dynamic analysis. His investigations into higher-order acceleration energies have opened new theoretical pathways for understanding the dynamics of fast-moving robotic systems where conventional kinetic energy formulations fall short. With research spanning nearly two decades — from foundational multibody elasticity studies in 2006 to cutting-edge work on micro-structured materials with voids in 2024 — Vlase has demonstrated sustained scholarly productivity. His cumulative citation impact reflects growing recognition from the robotics, structural mechanics, and computational engineering communities, making his methodological innovations valuable reading for researchers tackling complex dynamic system modeling.
Research Focus
Key Achievements
Top Papers
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- 2A New Approach in Analytical Dynamics of Mechanical Systems32 citations · 2020
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