Semiconductor equations

Keywords

Semiconductor, Mathematics, Physics, Optoelectronics

References

• A uniqueness result for the thermistor problemMichel Chipot, Giovanni Cimatti — 1991
• Partial regularity of suitable weak solutions of the navier‐stokes equationsLuis Caffarelli, Robert V. Kohn, Louis Nirenberg — 1982
• The Stationary Semiconductor Device Equations.Michael Sever, Peter A. Markowich — 1987
• The thermistor problem with one-zero conductivityXinfu Chen, Avner Friedman — 1991

Cited by

• Three-dimensional modeling of a nanowire field-effect biosensor (BioFET)Stefan Baumgartner — 2009
• Modelling nonlocal processes in semiconductor devices with exponential difference schemesRoderick Melnik, Hao He — 2000
• Relaxation of the isothermal Euler—Poisson system to the drift-diffusion equationsStéphane Junca, M. Rascle — 2000
• Local and global existence for the coupled Navier-Stokes-Poisson problemDonatella Donatelli — 2003
• Solutions to the Equations of Viscous Quantum Hydrodynamics in Multiple DimensionsMichael Dreher — 2006
• Waves and instabilities in quantum plasmasS. Ali — 2008
• Time Irreversibility in Quantum Mechanical SystemsFlorian Frommlet — 2000
• Fronts and instabilities in laser ablation, organic semiconductors and quantum mediaM. Modestov — 2011
• Modeling and simulation of field-effect biosensorsAlena Bulyha — 2011
• Mathematical modeling and numerical simulation of innovative electronic nanostructuresClément Jourdana — 2011
• Proceedings of the Second International Workshop on Library-Centric Software Design (LCSD '06)Joshua Bloch, Jaakko Järvi, Andreas Priesnitz — 2006
• Modélisation Mathématique et Simulation Numérique de Systèmes Fluides Quantiques. (Mathematical modeling and Numerical Simulation of Quantum Fluid Systems)S. Gallégo — 2007
• The electron transport within the wide energy gap compound semiconductors gallium nitride and zinc oxideWalid A. Hadi — 2014
• QED and collective effects in vacuum and plasmasJ. Lundin — 2010
• Local well-posedness for Euler-Poisson fluids with non-zero heat conductionJiang Xu — 2011
• Fokker–Planck Equations as Scaling Limits of Reversible Quantum SystemsFrançois Castella, László Erdős, Florian Frommlet — 2000
• Can we make biochemistry an exact scienceBob Eisenberg — 2014
• A brief review of numerical methods for collision operatorsStéphane Cordier, Simona Mancini — 2003
• NUMERICAL SOLUTION FOR HYDRODYNAMICAL MODELS OF SEMICONDUCTORSVittorio Romano, Giovanni Russo — 2000
• New dust modes in quantum dusty plasmasL. Stenflo, P. K. Shukla, Mattias Marklund — 2006

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