Investigating Equal Energies in a Plasma of 3 Populations

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SUMMARY

This discussion focuses on the energy dynamics within a plasma consisting of three distinct populations: a cold proton population at 0.2 density, a hot proton population at 0.8 density, and an electron population. The user expected the energies of the hot protons and electrons to be equal, but observed that electrons consistently exhibit higher energy levels. The conversation highlights that while electrons can equilibrate to proton temperatures, they may remain cooler due to energy loss mechanisms such as bremsstrahlung and cyclotron radiation, particularly in magnetically confined environments.

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Heimdall
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Hi,

Let's consider a plasma of 3 distinct populations : 1 cold proton population of 0.2 density, 1 hot proton population of 0.8 density, and one electron population.

I have T_i=T_e and I set the velocity of my cold population to 0. I expected that te energy of my hot proton population to be equal to the energy of my electron population, but in fact the electrons are always a bit mor energetic than my protons.

Am I right, should I expect the energies to be equal ?
 
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Having distinct cold and hot populations of protons would be rather impossible - there is usually continuous distribution. The electrons would rapidly equilibrate to the proton temperatures since the electrons are much lighter and the coulomb forces are considerable. The electrons temperatures are approximately those of the protons for those reasons, and perhaps slightly cooler since electrons lose energy more readily due to brehmsstrahlung, and if magnetically confined, cyclotron radiation.

Only with external heating (e.g. RF) would electrons be hotter - but only while the external heating is applied.
 

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