Contributo in atti di convegno
Turbulent bubbly flow |
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Time periodic solutions to hydrodinamical models for semiconductors |
We present some considerations on time-oscillatory phenomena in hydrodynamical models for semiconductors and study the existence of periodic solutions. For the one-dimensional, viscous, isentropic model, written in Lagrangian mass coordinates, we state a first existence result and give a sketch of… | |
Concentration and segregation of particles and bubbles by turbulence |
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Color Scratches Removal using Human Perception |
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The National Council of Research and the Equal Opportunity Issue |
In this paper the authors present the role and the positive actions in which the The equal Opportunity Committee of the National Council of Research is devoted. | |
Riemann solver approach for conservation laws with discontinuous flux |
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Bio-electric current density imaging via an iterative algorithm with joint sparsity constraints |
Neuronal current imaging aims at analyzing the functionality of the human brain through the localization of those regions where the neural current flows. The reconstruction of an electric current distribution from its magnetic field measured by sophisticated superconducting devices in a noninvasive… | |
A Dynamic Simulation Model of a Flexible Transport Services for People in Congested Area |
The realization of innovative transport services, require increasingly greater flexibility and inexpensiveness of the service. In many cases the solution is to realize a demand responsive transportation system, in which there are two main goals: minimize costs and maximize flexibility. In this work… | |
On the occurrence of Closed Timelike Curves and the observer's point of view |
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How can macroscopic models reveal self-organization in traffic flow? |
In this paper we propose a new modeling tech- nique for vehicular traffic flow, designed for capturing at a macroscopic level some effects, due to the microscopic granularity of the flow of cars, which would be lost with a purely continuous approach. The starting point is a multiscale method for… |
