Spin-dependent band gap calculations

In summary, calculating band gaps in metal-containing coordination polymers with unpaired electrons can be challenging. It is important to consider both the spin-up and spin-down channels and use the average of their band gaps as a reference for comparison with experimental data. Papers on density functional theory calculations of these systems can provide useful information for further research.
  • #1
Sebas_Na_Osle
1
0
Dear colleagues,
I am trying to deal with quantum-chemical calculations of metal-containing coordination polymers, and I have a question which turned out to be difficult to me:

If a system includes copper atoms, which implies that it has 'unpaired' electron, how to describe a band gap in this case? I mean we can estimate two different band gaps for 'spin-up' and 'spin-down' channels, but what should we take as a reference to compare with experimental data?

If you can advise me some literature on this, it would be also great.

Thank you
 
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  • #2
for your question, colleague. This is indeed a challenging problem, and one that has been a topic of research in the field of quantum chemistry for many years. The presence of unpaired electrons in metal-containing coordination polymers adds another layer of complexity to the calculation of band gaps.

To answer your question, we first need to understand what exactly a band gap is in the context of quantum chemistry. In simple terms, a band gap is the energy difference between the highest occupied molecular orbital (HOMO) and the lowest unoccupied molecular orbital (LUMO) of a molecule or material. In a system with unpaired electrons, this energy difference can vary depending on the spin state of the electrons. Therefore, it is important to consider both the spin-up and spin-down channels when calculating the band gap.

In terms of comparing with experimental data, it is common practice to use the average of the spin-up and spin-down band gaps as a reference. This is because in most cases, the overall electronic structure of the system is a combination of both spin states. However, it is also important to consider the individual spin states and their contributions to the overall band gap.

As for literature on this topic, I would recommend looking into papers on density functional theory (DFT) calculations of metal-containing coordination polymers. DFT is a commonly used method for calculating band gaps in these types of systems. Some specific papers that may be helpful are "Electronic structure and properties of metal-containing coordination polymers" by J. M. Soler and "Spin-polarized density functional theory calculations of magnetic coordination polymers" by P. B. Littlewood.

I hope this helps in your research. Best of luck!
 

1. What is a spin-dependent band gap calculation?

A spin-dependent band gap calculation is a method used in condensed matter physics to determine the energy difference between the highest occupied and lowest unoccupied energy levels in a material. This calculation takes into account the spin of electrons, which can have either an "up" or "down" orientation, and is used to study the electronic properties of materials.

2. How is a spin-dependent band gap calculation performed?

A spin-dependent band gap calculation is typically performed using quantum mechanical calculations, such as density functional theory (DFT) or the GW approximation. These calculations involve solving the Schrödinger equation for the electronic wavefunction of a material and then using this information to determine the band gap energy.

3. What is the significance of spin-dependent band gap calculations?

Spin-dependent band gap calculations are important for understanding the electronic properties of materials, as the presence of different spin states can affect the material's conductivity, magnetism, and optical properties. These calculations can also provide insight into the potential applications of a material in electronic and spintronic devices.

4. Are spin-dependent band gap calculations accurate?

The accuracy of spin-dependent band gap calculations depends on the underlying computational method and the quality of the input parameters. DFT calculations are widely used but can have limitations in accurately predicting band gaps for certain materials. More advanced methods, such as the GW approximation, can provide more accurate results but are computationally more demanding.

5. Can spin-dependent band gap calculations be used to predict new materials?

Yes, spin-dependent band gap calculations can be used to predict the electronic properties of new materials. By calculating the band gap of different materials, scientists can identify potential candidates for specific applications, such as semiconductors for electronic devices or materials with desirable magnetic properties. However, experimental verification is still necessary to confirm the predicted properties of a material.

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