2002
DOI: 10.1109/16.998602
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Optimum design for a thermally stable multifinger power transistor with temperature-dependent thermal conductivity

Abstract: The thermal stability of multifinger bipolar transistors has been analyzed theoretically. Coupled equations are solved to study the onset of instability and its dependence on the distributions of ballasting resistors. Analytical expressions were derived for the emitter ballasting distribution for optimum stable operation. Compared to conventional methods with uniform ballasting, the optimized design can significantly increase the stable operating current of the transistor. An absolutely stable operating condit… Show more

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Cited by 8 publications
(1 citation statement)
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“…Similar expression can be obtained for the -direction momentum. The three conservation equations are solved in conjunction with Maxwell's equations (8) (9) where is the electric field, is the magnetic field, is the electric flux density, and is the magnetic flux density. The fields in Maxwell's equations are updated using the current density estimated by (10) as follows: (10) The low field mobility is given by the empirical relation [40] cm V s (11) The above model accurately describes all the nonstationary transport effects by incorporating energy dependence into all the transport parameters such as effective mass and relaxation times, along with including EM-wave effects.…”
Section: Problem Descriptionmentioning
confidence: 99%
“…Similar expression can be obtained for the -direction momentum. The three conservation equations are solved in conjunction with Maxwell's equations (8) (9) where is the electric field, is the magnetic field, is the electric flux density, and is the magnetic flux density. The fields in Maxwell's equations are updated using the current density estimated by (10) as follows: (10) The low field mobility is given by the empirical relation [40] cm V s (11) The above model accurately describes all the nonstationary transport effects by incorporating energy dependence into all the transport parameters such as effective mass and relaxation times, along with including EM-wave effects.…”
Section: Problem Descriptionmentioning
confidence: 99%