Local density of states (LDOS) is

Atom to TransistorIn summary, LDOS stands for local density of states and is the density of states at a specific location in space. It differs from projected density of states (PDOS), which calculates all possible states. Choosing a smaller isolevel results in a denser LDOS, which can be seen in STM images of surfaces. LDOS is measured in STM and is described in more detail in Datta's book, "Quantum Transport: Atom to Transistor."
  • #1
saray1360
57
1
Hi,

I would like to know what local density of states (LDOS) is and what differences it has with projected density of states?

Also, when we choose a smaller isolevel we have a denser local densities of states, why?

Regrds,
 
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  • #2


What is PDOS? Projected density of states? This is the first time I am hearing about it.

LDOS is simply the density of states at a given location in space. Normally Density of Space calculations include all possible states, and LDOS gives local information.

All those STM images of surfaces showing almost individual atoms are based on that. STM measures LDOS - so you get different current flow depending on your position.

For a better description see:

Datta, 2005, Quantum Transport
 
  • #3


I am happy to provide you with information about local density of states (LDOS). LDOS is a measure of the number of electronic states available per unit energy and unit volume at a specific point in space. It is an important quantity in condensed matter physics and materials science, as it provides information about the electronic structure and properties of materials at the atomic scale.

The main difference between LDOS and projected density of states (PDOS) is that LDOS is a local property, meaning it is measured at a specific point in space, while PDOS is an average over a larger region. This means that LDOS provides more detailed information about the electronic states at a specific location, while PDOS gives a broader picture of the electronic structure of a material.

When we choose a smaller isolevel, we are essentially narrowing the energy range that we are looking at. This means that we are only considering a smaller range of electronic states, leading to a denser LDOS. This can be useful for studying specific energy levels or states in a material.

I hope this helps to answer your questions about LDOS and its differences with PDOS. If you have any further questions, please feel free to reach out. Best regards.
 

Related to Local density of states (LDOS) is

1. What is the Local Density of States (LDOS)?

The Local Density of States (LDOS) is a measure of the number of electronic states per unit volume at a specific energy level within a material. It provides information about the distribution of electronic states and their energies, which can give insight into the electronic properties and behavior of a material.

2. How is the LDOS calculated?

The LDOS is typically calculated using theoretical models or experimental techniques such as scanning tunneling microscopy (STM) or photoemission spectroscopy. These methods involve measuring the energy levels and densities of electronic states at different points within a material and then analyzing the data to determine the LDOS.

3. What factors influence the LDOS?

The LDOS is influenced by various factors such as the material's crystal structure, electronic band structure, and local environment. It can also be affected by external factors such as temperature, pressure, and electric or magnetic fields.

4. How is the LDOS used in research?

The LDOS is used in a wide range of research fields, including materials science, condensed matter physics, and surface science. It can provide information about the electronic properties of materials, such as their conductivity, band structure, and energy levels, which can be useful for understanding and designing new materials for specific applications.

5. What are some potential applications of the LDOS?

The LDOS has many potential applications in areas such as nanotechnology, energy storage, and quantum computing. It can also be used to study and optimize the properties of materials for various electronic devices, including transistors, solar cells, and sensors.

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