We consider a linear electric network which contains a one-dimensional bipolar semiconductor device. The device is modeled by steady-state drift-diffusion equations. We prove a priori estimates which ensure existence of solutions to this coupled problem. A brief sketch of the existence proof is reported.
A priori estimates for multiphysics models in electric circuit design
ALI', Giuseppe;
2004-01-01
Abstract
We consider a linear electric network which contains a one-dimensional bipolar semiconductor device. The device is modeled by steady-state drift-diffusion equations. We prove a priori estimates which ensure existence of solutions to this coupled problem. A brief sketch of the existence proof is reported.File in questo prodotto:
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