Research

1. H-MSM Hierachical multi-scale modeling

The goal of this project is to develop a multi-scale computational method that uses a single hierarchical data-structure as basis – involving also multiple fields.

2. Computational modeling of non-Newtonian flows in nano-channels

In the present project the goal is to study the non-Newtonian transport properties of such fluids, investigate the effect of wall-fluid interaction, surface roughness and wall-morphology on the flow behavior.

3. Modeling of long-range interaction forces and clustering phase diagram

The objective of this project is to develop a three dimensional Molecular Dynamics (MD) environment and hydrodynamic theory for modeling long-range interaction forces based on hierarchical algorithms.

4. Hierarchical computational methods for scale bridging in composite materials

The project's broad goal is to understand the effect of microscopic particle properties on the macroscopic continuum behavior of granular materials.

5. Jamming, Shear banding and Microstructures

To probe the connections between jamming, shear banding and microstructures in numerical simulations of Brownian and non-Brownian systems with various interaction forces, shear rates, stress regimes.