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The band gap can be calculated using various methods, with the most common being optical absorption spectroscopy and electrical conductivity measurements. In optical absorption spectroscopy, the band gap is determined by identifying the energy at which absorption begins in the material's spectrum, indicating the energy required to excite an electron from the valence band to the conduction band. Alternatively, in electrical conductivity measurements, the band gap can be inferred from the temperature dependence of the conductivity, applying the Arrhenius equation to determine the activation energy. For semiconductors, the band gap can also be calculated using techniques like density functional theory (DFT) in computational modeling.

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How do you calculate direct band gap of ZnO?

To calculate the direct band gap of ZnO, you can use techniques such as photoluminescence spectroscopy or optical absorption measurements. By analyzing the absorption spectrum, the energy at which the absorption starts to increase significantly indicates the band gap energy. Alternatively, photoluminescence can reveal the energy of emitted photons when the material is excited, corresponding to the direct band gap. The band gap value is typically around 3.37 eV for ZnO at room temperature.


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