Photoluminescence Decay in Amorphous As_2S_3
スポンサーリンク
概要
- 論文の詳細を見る
The decay of the intensity of the luminescence in a-As_2S_3 with the energies of 1.16 and 1.57 eV was measured from 10^<-8> sec to 2×10^<-3> sec at 4.2 K. The shape of the decay curves shows three kinds of luminescence whose intensity decays according to the empirical decay function (f(t)=t^<n-1> exp-(t/τ)^n) with effective decay times (τ) of 2×10^<-8>, 2×10^<-6> and 2×10^<-4> sec. Each luminescence process is discussed in this paper.
- 社団法人応用物理学会の論文
- 1982-08-20
著者
-
Ninomiya Toshiyuki
Department Of Physics Faculty Of Science University Of Tokyo
-
Ninomiya Toshiyuki
Department Of Physics The University Of Tokyo
-
Murayama Kazuro
Department Of Physics The University Of Tokyo
-
Murayama Kazuro
Department Of Physics Faculty Of Science University Of Tokyo
関連論文
- A Dislocation Model of Amorphous Metals
- Dislocation Model of Amorphous Germanium
- Dislocation Velocities in InAs and GaSb
- Dislocation Velocities in GaAs
- Optical Detection of ESR in Amorphous As_2S_3
- Electrical Properties of Plastically Deformed GaAs
- Time-Resolved Spectroscopy of Photoluminescence in Hydrogenated Amorphous Silicon
- Dislocation Vibration : Effective Mass and Line Tension
- One-Dimensional Quasicrystal as Being Obtained by Successive Application of Periodic Modulations to a Crystal-Structure of Fibonacci Sequence and the Electronic States
- Dislocation Velocity in Indium Antimonide
- Photoluminescence Decay in Amorphous As_2S_3
- A Theory of Dislocation Motion in a Crystal. II. : Two-Dimensional Lattice and on the Lorentz Force
- Photoconductivity in Plastically Deformed GaAs
- Band Structure of One-Dimensional Quasicrystal and Lie Algebra
- Teory of Melting, Dislocation Model. : II
- Reply to Comment on the Dislocation Model of Amorphous Germanium
- Theory of Melting, Dislocation Model. : I
- Frictional Force Acting on a Dislocation : Fluttering Mechanism
- A Theory of Dislocation Motion in a Crystal. I. : General and Application to One-Dimensional Lattice
- Dislocation Motion in an Impure Crystal : I. Steady Motion