Abstract:
A complete model for evaluating the electro-optic response of a semiconductor quantum well structure is presented. Heavy and light hole mixing in the valence band is incl...Show MoreMetadata
Abstract:
A complete model for evaluating the electro-optic response of a semiconductor quantum well structure is presented. Heavy and light hole mixing in the valence band is included by using a variational technique to determine the basis states. The excitonic effects, which are clearly evident at room temperature in quantum well structures, arise from Coulomb interaction between the charged particles; the corresponding many body problem is treated in the framework of the second quantization approach, by writing the total Hamiltonian of the interacting electron-hole plasma. The electro-optic responses, for both TE (transverse electric) and TM (transverse magnetic) polarized light, are computed by summing up the contributions of all the different transitions; they show a good agreement with experimental results. Some examples of computed electro-optic spectra for GaAs/AlGaAs compounds are presented.<>
Published in: IEEE Journal of Quantum Electronics ( Volume: 29, Issue: 11, November 1993)
DOI: 10.1109/3.248932
Keywords assist with retrieval of results and provide a means to discovering other relevant content. Learn more.
- IEEE Keywords
- Index Terms
- Valence Band ,
- Quantum Wells ,
- Semiconductor Quantum ,
- Quantum-confined Stark Effect ,
- Coulomb Effects ,
- Valence Band Mixing ,
- Variety Of Techniques ,
- Many-body ,
- Quantification Approach ,
- Canonical Quantization ,
- TM Polarization ,
- Electro-optic Response ,
- Variety Of Methods ,
- Energy Levels ,
- Matrix Elements ,
- Conduction Band ,
- Band Structure ,
- Wave Vector ,
- Integral Equation ,
- Eigenmodes ,
- TE Polarization ,
- Multiple Quantum Wells ,
- Optical Response ,
- Combination Of States ,
- Potential Profile ,
- Overlap Integral ,
- Two-body Decays ,
- Coulomb Potential ,
- K-space ,
- System Of Linear Equations
Keywords assist with retrieval of results and provide a means to discovering other relevant content. Learn more.
- IEEE Keywords
- Index Terms
- Valence Band ,
- Quantum Wells ,
- Semiconductor Quantum ,
- Quantum-confined Stark Effect ,
- Coulomb Effects ,
- Valence Band Mixing ,
- Variety Of Techniques ,
- Many-body ,
- Quantification Approach ,
- Canonical Quantization ,
- TM Polarization ,
- Electro-optic Response ,
- Variety Of Methods ,
- Energy Levels ,
- Matrix Elements ,
- Conduction Band ,
- Band Structure ,
- Wave Vector ,
- Integral Equation ,
- Eigenmodes ,
- TE Polarization ,
- Multiple Quantum Wells ,
- Optical Response ,
- Combination Of States ,
- Potential Profile ,
- Overlap Integral ,
- Two-body Decays ,
- Coulomb Potential ,
- K-space ,
- System Of Linear Equations