An Asymptotic Analysis of One-Dimensional Models of Semiconductor Devices

P. A. Markowich; C. A. RlNGHOFER; C. Schmeiser

doi:10.1093/imamat/37.1.1

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An Asymptotic Analysis of One-Dimensional Models of Semiconductor Devices

Journal article

Peer reviewed

An Asymptotic Analysis of One-Dimensional Models of Semiconductor Devices

P. A. Markowich, C. A. RlNGHOFER and C. Schmeiser

IMA journal of applied mathematics, Vol.37(1), pp.1-24

1986

DOI: https://doi.org/10.1093/imamat/37.1.1

Abstract

We study boundary-value problems describing the field distribution and the carrier transport in semiconductor devices in the one-dimensional case. Asymptotic solutions are derived and questions of their existence and their asymptotic validity are studied

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Title: An Asymptotic Analysis of One-Dimensional Models of Semiconductor Devices
Creators - without role: P. A. Markowich - † Institut für Angewandte Mathematik, Technische Universitaet Wien A–1040 Wien, Austria
C. A. RlNGHOFER - Arizona State University
C. Schmeiser - † Institut für Angewandte Mathematik, Technische Universitaet Wien A–1040 Wien, Austria
Publication Details: IMA journal of applied mathematics, Vol.37(1), pp.1-24
Publisher: Oxford University Press
Identifiers: 9943262608331
Academic Unit: King Abdullah University of Science & Technology
Language: English
Resource Type: Journal article