Solar efficiencies of photovoltaics in relation to the band gap energies?

In summary, the author of the paper states that for efficient solar energy conversion, the band gap of a semiconductor material must be less than 2.0eV. The question is raised about the effect of a much smaller band gap on photon absorption, specifically if a photon with an energy of 6eV will be absorbed by a semiconductor with a band gap of 0.5eV. The answer is that while there is an upper limit for band gap energy, there is also a lower limit for efficient absorption of solar light. It may be possible to make a statement that lower band edge energy leads to greater absorption, but it also results in wasting some of the photon's energy. The band structure of the semiconductor also plays a
  • #1
cohen990
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I'm reading a paper on photovoltaic hydrogen production and the author claims that for reasonable solar efficiencies the band gap must be less than 2.0eV. This I understand.

My question is how will it effect the photon absorption if the band gap is much smaller.

Say the band gap energy is 0.5eV and a photon of energy 6eV strikes the semi--conductor. Will the photon be absorbed or is its energy too high?

For efficient absorption of solar light, there is clearly an upper limit for band edge energy but is there a lower limit?

Basically I want to know if I can make the following statement - "the lower the band edge energy, the greater the absorption."
 
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  • #2
Usually, an energy above the band gap is fine, as long as it is not really too large - 6eV might be fine, but it can depend on the band structure of the semiconductor.
Another issue is that you would waste 5.5 eV in this setup. If the band gap is too small, you can catch more photons, but the energy gained per photon is lower.
 

Related to Solar efficiencies of photovoltaics in relation to the band gap energies?

1. What is the band gap energy of a material?

The band gap energy of a material refers to the energy difference between the valence band (where electrons are bound to atoms) and the conduction band (where electrons are free to move and conduct electricity). It is a crucial factor in determining the efficiency of a photovoltaic material.

2. How does the band gap energy affect the efficiency of a photovoltaic material?

The band gap energy affects the efficiency of a photovoltaic material because it determines the amount of energy that can be converted from sunlight into electricity. A material with a smaller band gap energy will absorb more photons and thus have a higher efficiency.

3. Can a material with a larger band gap energy have a higher efficiency than one with a smaller band gap energy?

Yes, it is possible for a material with a larger band gap energy to have a higher efficiency. This is because a larger band gap energy also means a wider range of wavelengths of light can be absorbed, allowing for more efficient conversion of sunlight into electricity.

4. Is there an ideal band gap energy for maximum solar efficiency?

Yes, there is an ideal band gap energy for maximum solar efficiency, which is known as the Shockley-Queisser limit. This limit is around 33% for single-junction solar cells, meaning that no material can have an efficiency higher than this value.

5. How can the band gap energy of a material be optimized for better solar efficiency?

The band gap energy of a material can be optimized for better solar efficiency through various techniques such as alloying, doping, and strain engineering. These methods can be used to adjust the band gap energy and improve the absorption of light, resulting in higher solar efficiency.

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