MESA+ University of Twente
Multiscale Modeling and Simulation

Milos Stanic

Personal information

Milos Stanic got his undergraduate and Master’s degree at University of Novi Sad (Serbia) in 2009 and his Doctorate from University of Alabama in Huntsville (USA) in 2013. 

His interests lay in general fluid mechanics, computational fluid dynamics, nuclear fusion, hypersonics and advanced propulsion concepts. Milos is currently employed as a postdoctorate fellow in the group led by Dr. B. Geurts (MMS), where he is concentrating on improvement of existing and development of new numerical methods in OpenFOAM code in the field of porous media flows and non-equilibrium heat transfer.

Project: Numerical methods for porous media flows with non-equilibrium heat transfer

Project description

Funded by: Philip Morris Products S.A.
Postdoc:  Milos Stanic
Supervisor: Prof. Bernard Geurts
Collaboration: Philip Morris Products S.A.

Volume averaged fluid flows through porous media have wide applications in geology, engineering and biology. Accurate simulation of this type of flows is important for development of new products in a range of industries. The complex nature of porous media flows, from a numerical point of view, is primarily characterized by a sudden change of domain properties, namely the jump in porosity of the domain at the fluid-porous interface. This sudden change of domain properties may cause numerical oscillations in the solution of the flow field. The problem becomes more complex if unstructured grids are used for the discretization. In order to properly handle this issue, adequate numerical schemes must be employed. If conjugate, non-equilibrium heat transfer arises in the porous domain, the problem is complicated further. This project deals with the aforementioned issues by developing new numerical methods that treat jumps in permeability physically consistently, avoiding unphysical oscillations. The new simulation software will ultimately deal with a range of complex phenomena, such as the combination of porous flow with conjugate, heat-transfer in which simultaneously aerosol is generated and transported. 

The numerical capabilities of the new method will be tested on real physical problems under conditions of high temperature gradients. In the project we will assess the accuracy of the existing mathematical models for porous media flows and extend Darcy-Forchheimer porosity models on the basis of fully resolved simulations. Furthermore, the project aims at incorporating multiphase heat and mass transfer capability and simulate realistic aerosol formation and maturing under various temperature conditions.