1997
DOI: 10.1002/(sici)1099-1204(199703)10:2<107::aid-jnm263>3.3.co;2-6
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A Parallel Implementation of a Two‐dimensional Hydrodynamic Model for Microwave Semiconductor Device Including Inertia Effects in Momentum Relaxation

Abstract: SUMMARYA self-consistent numerical transport model based on the hydrodynamic equations obtained from Boltzmann's transport equation (BTE) is presented. The model includes both the temporal and spatial variation in electron velocity. A parallel implementation of the solution method, using FDTD techniques, is illustrated. Numerical results for a GaAs MESFET device are generated using this complete hydrodynamic model (CHM) and compared with results obtained from the more commonly used energy or simplified hydrody… Show more

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Cited by 10 publications
(14 citation statements)
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“…As a results, the model accurately describes electron transport in short-channel devices. Full details of this model can be found in [30]. Next, the main features of the full-wave model are presented.…”
Section: Device Modelmentioning
confidence: 99%
“…As a results, the model accurately describes electron transport in short-channel devices. Full details of this model can be found in [30]. Next, the main features of the full-wave model are presented.…”
Section: Device Modelmentioning
confidence: 99%
“…7 that our simulation results for a coarse grid (grid size 217 × 33) are very close to those presented in Fig. 5 in [5], where a non-uniform mesh of typical size 141 × 35 was used for a similar MESFET geometry. This may be considered as a confirmation of the results given in [5] for a relatively coars grid, but demonstrates the fact that stability of the code does not automatically imply accuracy of the results, and an investigation of the dependence of the results on the grid resolution is indispensable.…”
Section: Simulation Resultsmentioning
confidence: 99%
“…(8) is a crude approximation which allows the calculation of the electron temperature from the total electron energy and electron drift velocity. Some authors neglect also the influence of the electron velocity on the temperature [5,6] by directly relating the electron temperature T to the average electron energy ω from stationary MC simulations. The transition from the two-gas model to the single-gas approximation has to be done carefully; therefore, we present here a short discussion of the problem which is usually not mentioned in the literature.…”
Section: Remarks On the Single Gas Approximationmentioning
confidence: 99%
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“…An expression is needed for the thermoconductivity of the electron gas, which stems from theoretical considerations T e T n r 2 5 Several different choices for r can be found in the literature, and in many authors [7,8] even neglect heat conduction in their models.…”
Section: Average Balance Modelmentioning
confidence: 99%