Theoretical results in inverse problems for size, solvability, and uniqueness in the p-n junction and doping profile of semiconductors

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Authors
Myers, Joseph Kenneth
Issue Date
2006-05
Type
Thesis
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en_US
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We present an overview of mathematical models for electrons and holes in semiconductors. We use these to pose some inverse problems for determining the doping profile of a semiconductor. We establish the solvability of the equilibrium equation λ²∆u = e^u−e^(-u)–C in Ω. We also obtain information about the conductivity coefficient in the important case when it is piecewise constant and discontinuous.

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Thesis (M.S.)--Wichita State University, Dept. of Mathematics and Statistics.
Includes bibliographic references (leaves 44-47).
"May 2006."
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Copyright Joseph K.Myers, 2006. All rights reserved.
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