Thickness of 'shell' in momentum space in a plasma?

In summary, the conversation discusses the thickness of the 'shell' formed by nuclei in a plasma compared to a gas at room temperature. It is mentioned that to have a hydrogen plasma at room temperature, it must be extremely thin. The distribution of kinetic energies will be the same, resulting in similar momenta for the nuclei/atoms. However, the electrons will have a lower momentum due to their lighter weight.
  • #1
Sven Andersson
38
0
Let's say we have a plasma of protons or deuterons and electrons; how thick is the 'shell' that the nuclei form in momentum space compared to the 'shell' formed by D2 or H2 in a gas, at room temperature? Will the distribution of momentum be more spread out or more compact, so to speak, in a plasma compared to a gas?
 
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  • #2
To have a hydrogen plasma at room temperature in thermodynamic equilibrium it has to be extremely thin.
The distribution of kinetic energies will be the same, so the nuclei/atoms will have very similar momenta. The electrons have a much lower momentum for the same energy as they are lighter.
 

Related to Thickness of 'shell' in momentum space in a plasma?

1. What is the "shell" in momentum space in a plasma?

The "shell" in momentum space refers to the region of momentum values that are populated by particles in a plasma. It is often used to describe the distribution of particle velocities in a plasma.

2. Why is the thickness of the shell in momentum space important?

The thickness of the shell in momentum space is important because it can provide information about the properties and behavior of the plasma. For example, a thinner shell may indicate a more uniform distribution of particle velocities, while a thicker shell may indicate a more chaotic or turbulent plasma.

3. How is the thickness of the shell in momentum space measured?

The thickness of the shell in momentum space can be measured using various techniques, such as particle-in-cell simulations or spectroscopic measurements. These methods allow scientists to analyze the distribution of particle velocities and determine the thickness of the shell.

4. What factors can affect the thickness of the shell in momentum space?

The thickness of the shell in momentum space can be affected by various factors, including the density and temperature of the plasma, the strength of magnetic fields, and the presence of any instabilities or turbulence. Changes in these factors can alter the distribution of particle velocities and thus impact the thickness of the shell.

5. How does the thickness of the shell in momentum space relate to plasma dynamics?

The thickness of the shell in momentum space is closely related to the dynamics of a plasma. For example, a thicker shell may indicate the presence of instabilities or turbulence, which can affect the overall behavior of the plasma. By studying the thickness of the shell, scientists can gain insights into the processes and phenomena occurring within the plasma.

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