Theory of Double Injection into a Semiconductor of Finite Cross-Section
スポンサーリンク
概要
- 論文の詳細を見る
The Lampert-Rose one-dimensional theory of double injection is extended to two dimensions so as to facilitate comparison with experiment. The two-dimensional theory is carried out for cylindrical and infinite-slab cross-sections. Making the assumption that the transverse current flow is purely diffusive, the earlier, one-dimensional result of Lampert and Rose is recovered, namely J=(9/8)eμ_eμ_pτ_<eff>(n_T-p_T) V^2/L^3, where their pure bulk lifetime τ is replaced by an effective lifetime τ_<eff> which takes into account the effect of surface, as well as bulk, lifetime. Explicit formulae are presented for τ_<eff> The results for the infinite slab are compared to the earlier results of Shockley for the low-injection level, purely diffusive flow of injected carriers.
- 社団法人日本物理学会の論文
- 1963-04-05
著者
-
Lampert M.
Laboratories Rca Inc.
-
Tosima Soitiro
Laboratories Rca Inc.
-
Hirota Ryogo
Laboratories Rca. Inc.
-
Hirota Ryogo
Laboratories Rca Inc.
-
Hirota R.
Laboratories RCA, Inc.
関連論文
- Negative Resistance in Constricted Semiconductors
- Avalanche Breakdown-Double Injection Induced Negative Resistance in Semiconductors
- Experimental Evidence for Helical Instabilities in a Semiconductor Plasma
- Theory of Double Injection into a Semiconductor of Finite Cross-Section
- Instability in Magnetoplasma Surface Wave Propagation
- Theory of a Solid State Plasma Waveguide in a Longitudinal Magnetic Field.
- Diffusion Size Effect in Bismuth
- Velocity Reversal of Density Perturbation in Electron-Hole Plasmas in n-InSb
- Propagation of Waves in a Bounded Solid State Plasma in Transverse Magnetic Fields
- Hot Carrier Double Injection in n-InSb
- Self-Magnetoresistance Effect in Bismuth
- Spatial Dependence of Impact Ionization in n-InSb
- A Geometrical Method of Investigating Dispersion Relations