Uniqueness and regularity for the two-dimensional drift-diffusion model for semiconductors coupled with Maxwell's equations
A transient problem in two space dimensions is considered that involves the drift-diffusion equations and the Maxwell equations for the description of charge-transport in semiconductors. Regularity properties are considered, and the main result involves the existence of the two-dimensional case, and the results are obtained by using Sobolev-embedding theorems in fractional order Sobolev spaces.
scientific article; zbMATH DE number 1212345
scientific article