Mathematical modeling and numerical simulation of innovative electronic nanostructures

The procedure has been trained using synthetic data from numerical simulations, based on a mathematical model of the ECG involving a quite complete description of the

freezed: the ice shape is constant, the flow field is constant, and we vary the length of the water film L f , grain size d grain and porosity /.. The numerical experiments are

Modeling and numerical simulation of a nonlinear system of piano strings coupled to a soundboard.. Juliette Chabassier,

In this article we implement different numerical schemes to simulate the Schr¨ odinger- Debye equations that occur in nonlinear optics.. Since the existence of blow-up solutions is

We conduct numerical simulations to observe the performance of the tunable decay and the sharpness behavior of the time-space fractional strongly coupled nonlinear Schrödinger model

In this article we implement different numerical schemes to simulate the Schr¨ odinger- Debye equations that occur in nonlinear optics.. Since the existence of blow-up solutions is

In conclusion, we successfully coupled the random-walk drift-diffusion (RWDD) model to a circuit simulator to investigate single event upsets (SEU) induced by

In conclusion, we successfully coupled the random-walk drift-diffusion (RWDD) model to a circuit simulator to investigate single event upsets (SEU) induced by alpha particles in