1
Farahbakhsh Iman ، BARANI NIA BENYAMIN,
"HOC-Krylov 1.0: A package of Krylov subspace solvers based on high-order compact schemes for efficient solution of Poisson's equation",
Software Impacts,
vol. 27,
no. ,
pp.1-6,
2026.
2
Farahbakhsh Iman ، BARANI NIA BENYAMIN ، DEHGHAN MEHDI,
"A Survey on the Performance of Krylov Subspace Methods in High Order Compact Schemes for Solving Poisson's Equation for Application in Incompressible Fluid Flow Solvers",
Annals of Applied Mathematics,
vol. 41,
no. 2,
pp.239-266,
2025.
3
Farahbakhsh Iman ، BARANI NIA BENYAMIN,
"FEGC 1.0: Flow Energy Gradient Calculator as a toolbox for predicting fluid flow instability initiation locus",
Software Impacts,
vol. 22,
no. 22,
pp.100705-100705,
2024.
4
Farahbakhsh Iman ، BARANI NIA BENYAMIN ، Erkan Oterkus,
"SPHMPS 1.0: A Smoothed-Particle-Hydrodynamics Multi-Physics Solver",
Software Impacts,
vol. 20,
no. 20,
pp.100640-100645,
2024.
5
Farahbakhsh Iman ، BARANI NIA BENYAMIN ، Erkan Oterkus,
"SPH Simulation of Pin Shape Influence on Material Flow in Friction Stir Welding (FSW)",
Journal of Peridynamics and Nonlocal Modeling,
vol. 5,
no. 3,
pp.1-19,
2023.
6
Farahbakhsh Iman ، BARANI NIA BENYAMIN,
"FRESIS 1.0: A fluid-rigid-elastic structure interaction solver",
Software Impacts,
vol. 2023,
no. 17,
pp.100537-100537,
2023.
7
Farahbakhsh Iman ، Amin Paknejad ، GHASSEMI HASSAN,
"A full-Eulerian approach for simulation of a system of fluid-rigid-elastic structure interaction based on the vorticity-stream function formulation",
Fluid Dynamics Research,
vol. 55,
no. 1,
pp.1-28,
2023.
8
Farahbakhsh Iman ، BARANI NIA BENYAMIN ،,
"A bibliometric analysis on friction stir welding",
China Welding (English Edition),
vol. 30,
no. 3,
pp.39-48,
2021.
9
Farahbakhsh Iman ، Hua-Shu Dou,
"Derivation of energy gradient function for Rayleigh-Taylor instability",
Fluid Dynamics Research,
vol. 50,
no. 4,
pp.1-15,
2018.
5
I. Farahbakhsh, S. S. Nourazar, H. Ghassemi, H. S. Dou, A. Nazari-Golshan,
"
On the instability of plane Poiseuille flow of two immiscible fluids using the energy gradient theory",
Journal of Mechanics,
vol. 30,
no. 3,
p.299,
2014.