Fisica Matematica Hydrodynamic limits, weak solutions and thermodynamics
Stefano Marchesani 10-04-2017 - 10:00 AULA 311 (SEMINARI) Largo San L. Murialdo,1
I will present a way to derive, via hydrodynamic limits, weak solutions to the 1D isothermal Euler equations in Lagrangian coordinates. This is obtained from a microscopic anharmonic chain with momentum preserving noise and hyperbolic scaling. Boundary conditions are added so we can define thermodynamic transformations between macroscopic equilibrium states: in particular we study the first and the second law of thermodynamics for the macroscopic system. |