| Author: | Datta, K; Jagadesh Kumar, M |
| Advisor: | Advisor |
| Date: | 1999
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| Publisher: | |
| Citation: | Electron D
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| Series/Report no.: |
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| Item Type: | Article
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| Keywords: | warping parabolic; quasi-elastic approximation; acoustic phonon scattering; ballistic hole transport |
| Abstract: | Considering the small warping parabolic heavy hole model with the quasi-elastic approximation in acoustic phonon scattering, it is shown that the hole scattering length is independent of the hole energy. This result now makes it possible to solve the Boltzmann transport equation to obtain a simple analytical solution for the ballistic hole transport in a thin and uniformly doped base of a pnp transistor |
