We study the L-2-stability of a classical solution of the one-dimensional energy-transport model for semiconductors on the whole real line, under the assumption that the thermodynamic variables remain bounded. The solution converges asymptotically in time to a state in thermodynamic equilibrium.
Nonlinear stability of smooth solutions of the energy-transport model for semiconductors
ALI', Giuseppe;
2005-01-01
Abstract
We study the L-2-stability of a classical solution of the one-dimensional energy-transport model for semiconductors on the whole real line, under the assumption that the thermodynamic variables remain bounded. The solution converges asymptotically in time to a state in thermodynamic equilibrium.File in questo prodotto:
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