The complexity of fluid flows remains an intriguing problem and many scientists are still
struggling to gain new and reliable insight into the dynamics of fluids. Transition from …

In this paper, we analyse Lipschitz continuous dependence of the solution to Hamilton-
Jacobi-Bellman equations on a functional parameter. This sensitivity analysis not only has …

In 1849 GG Stokes published a classical paper [Sto] in which he modeled the response of a
viscous incompressible fluid by a constitutive equation that has, ever since, been known as …

A trajectory planning approach for electromagnetic heating systems is presented capable to
optimize the electrical excitation and spatial configuration of the corresponding actuator (eg …

In this thesis we conduct a numerical study of the 1D viscous Burgers' equation and several
Reduced Order Models (ROMs) over a range of parameter values. This study is motivated by …

Radiofrequency ablation is a valuable tool in the treatment of many diseases, especially
cancer. However, controlled heating up to apoptosis of the desired target tissue in complex …

The coastal zone of Bangladesh is a part of the Ganga–Brahmaputra–Meghna basin, and is
home to about 38.5 million people. This coastal community is particularly vulnerable to …

For over 100 years, researchers have attempted to predict transition to turbulence in fluid
flows by analyzing the spectrum of the linearized Navier–Stokes equations. However, for …

Mathematical models of the radiofrequency ablation enable to plan, monitor and control
interventions allowing to predict and improve their outcome. A system of coupled partial …

Many researchers have studied simple low order ODE model problems for fluid flows in
order to gain new insight into the dynamics of complex fluid flows. We investigate the …