Finite Element Method
We are interested in finite element method when solving PDEs.
As we are interested in optimization problems in engineering, we need to represent the geometry of the system and simulate the relevant physics through various numerical tools. We heavily use finite element method when discretizing the partial differential equations.
We aim to be licence-independent when using the numerical tools. We specialize in the applications with FEniCS project and its components. Some of them are listed below.
We present some of our research themes in this section.
We are interested in finite element method when solving PDEs.
Metaheuristic approaches can be useful when solving combinatorial optimization problems.
Developing the current VADs is vital to assist the increasing number of patients with heart failures.
TA instabilities are arising in combustors of rocket and gas turbine engines.
Wound healing is a diffusion driven, millennium old phenomenon occurring in almost every creature.