Our Computational Physics Group advances the understanding of complex physical phenomena through state-of-the-art modeling and high-performance numerical methods. While our main expertise is in fluid mechanics and heat transfer, we also address broader challenges across physics and engineering.
We focus on three main areas:
We bridge theory with practice and welcome motivated students and collaborators from physics, chemistry, biology, and engineering to join us in exploring new frontiers.
Congratulations to Yuri Feldman on his appointment as an Associate Editor of Theoretical and Computational Fluid Dynamics. We wish him every success in this role.
We are happy to share our paper recently published in Computer Methods in Applied Mechanics and Engineering.
Read the paperWe’re happy to share that our paper has been accepted for publication in Physical Review Fluids. This project was led by Dr. Oz Oshri, with our group contributing as collaborators.
More infoCongratulations to Kirill Goncharuk on starting a new position as a Postdoctoral Researcher at TU Dresden. We wish him every success and look forward to collaborating in the near future.
Associate Professor
I lead a research group developing advanced computational fluid dynamics tools and high-performance numerical methods for complex flows. Our research emphasizes immersed boundary techniques and two-way coupled fluid–structure interaction, with a focus on efficient, scalable solvers for particle–flow and body–flow dynamics. Applications include bio-inspired locomotion, multiphase flows, and engineering systems.
Ph.D. student
(jointly with Dr. Lior Atia)
Development of numerical and experimental model for the tumor celal progression and metastasis
Post Doctoral Scholar
Development of advanced numerical methodology for simulation of emergencies in nuclear reactor
Ph.D. student
(jointly with Dr. Oz Oshri)
Investigation of volume-constrained deformation of a thin sheet within viscous fluid
M.Sc. student
Development of accelerated numerical framework for the simulation of two-way coupled fluid-structure interaction
M.Sc. student
High-order Riemann solver for compressible inviscid flows using WENO5 and vorticity confinement methods.
Department of Mechanical Engineering
Samuel Soref School for Mechanical Engineering (Building 55)
Room 323
P.O. Box 653, Beer-Sheva 84105, Israel