Analytical model for optical permittivity in direct bandgap semiconductors with Gaussian distributed bandgap energies

The optical permittivity of monocrystalline direct bandgap semiconductors can be described well by critical point models based on parabolic band approximation (CPPB). However, the optical permittivity of polycrystalline direct bandgap semiconductors like halide perovskite thin films requires a more precise description. Till now, only thermal bandgap fluctuation or exponential decay of density of states is incorporated into the CPPB model. We present an analytical calculation that is based on the CPPB model with only one additional physical assumption, namely, the Gaussian distributed bandgap energies (GCPPB). Furthermore, the GCPPB model satisfies the Kramers-Kronig causality relation.

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Publication Details

Journal
Optics Letters
Published
2024-12-10
DOI
https://doi.org/10.1364/ol.542250
Primary Topic
Semiconductor materials and devices
Type
article
Field-Weighted Citation Impact
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article

Analytical model for optical permittivity in direct bandgap semiconductors with Gaussian distributed bandgap energies

Roland Clausing, Joachim Vollbrecht, Chencheng Xu
Optics Letters
Semiconductor materials and devices
article

Analytical model for optical permittivity in direct bandgap semiconductors with Gaussian distributed bandgap energies

Roland Clausing, Joachim Vollbrecht, Chencheng Xu
article en

Abstract

The optical permittivity of monocrystalline direct bandgap semiconductors can be described well by critical point models based on parabolic band approximation (CPPB). However, the optical permittivity of polycrystalline direct bandgap semiconductors like halide perovskite thin films requires a more precise description. Till now, only thermal bandgap fluctuation or exponential decay of density of states is incorporated into the CPPB model. We present an analytical calculation that is based on the CPPB model with only one additional physical assumption, namely, the Gaussian distributed bandgap energies (GCPPB). Furthermore, the GCPPB model satisfies the Kramers-Kronig causality relation.

Optics LettersVol. 50(2)
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Semiconductor materials and devices
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