Fluid Dynamics (CFD)

Soliton solutions to systems of coupled Schrodinger equations of Hamil- tonian type... Soliton solutions to systems of coupled Schr¨ odinger equations of

Instead of dealing with general operator matrices, we introduce suitable matrices of sesquilinear mappings and then investigate well-posedness of differential systems by the

The results are coherent with the ones found in the literature, but a different model is proposed where the Timoshenko beam model is used and the main forces that influence the

We first propose here a new time domain dynamical condensation method of the second subsystem on its coupling interface DOFs with the nonlinear subsystem, allowing such

This is a coupling of a PDE for the motion of the regular flow, with vorticity ω(t, · ) uni- formly integrable and bounded as in Yudovich’s theorem, and a system of ODEs for the

In particular, we propose to combine the Hierarchical Model (Hi-Mod) reduction technique, which is customized on problems featuring a leading dynamics triggered by the geometry, with

it is possible, assuming uniformity of the pressure stresses applied to the internal wall surface at every instant of the cardiac cycle, to calculate the overall distribution of

1 and 2, we see that the source term h (heat power deposited per unit volume in the absorbing medium produces a temperature variation (eq.. This temperature variation acts in