Stability Issues in Self-Consistent Monte Carlo-Poisson Simulations
This paper investigates the time stability of self-consistent Monte Carlo-Non Linear Poisson simulations (MC-NLP). A simplified analytical stability theory has been developed and verified by means of extensive simulations. The properties of the MC-NLP scheme are compared to those of Monte Carlo-Linear Poisson (MC-LP) scheme. The influence of statistics collection and charge assignment algorithms is also analyzed.
KeywordsPoisson Equation Stability Issue Perturbation Wavelength Ensemble Monte Carlo Acoustic Phonon Scat
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