Energy transfer during gas discharge

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The discussion centers on the energy transfer mechanisms during gas discharge, specifically comparing electron drift velocity and thermal velocity. It is established that while the drift velocity of electrons in gas discharge can reach approximately 10^6 m/s, this is significantly higher than the drift velocity of electrons in conductive materials, which is around 10^(-3) m/s. The source referenced indicates that at threshold voltages, electrons in gas discharge can have energies around 20 eV, increasing to approximately 100 eV at 700 V, correlating with their kinetic energy and velocity.

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It is known that while the electric current flows along the wire the energy propagates through the field near that wire (and not by means of electron gas kinetic energy) and the electrons' velocity is equal approximately to 10^[-3] m/s.

Meanwhile, the electrons' velocity during the gas discharge can be as high as 10^[-6] m/s.
Does that mean that the energy transition in the case of gas discharge occurs via electrons' kinetic energy and not the field?
 
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Welcome to PF.

user-000 said:
Meanwhile, the electrons' velocity during the gas discharge can be as high as 10^[-6] m/s.
Do you mean "as low as", or do you have a sign error in the exponent? Can you post links to the source of your information on these numbers? Thanks.
 
berkeman said:
Welcome to PF.


Do you mean "as low as", or do you have a sign error in the exponent? Can you post links to the source of your information on these numbers? Thanks.
Oh, I'm sorry, it is an error in exponent. I meant 10^[6]
 
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Are you sure that the 106 is the drift velocity of the electrons and not the thermal velocity? What is the source of this value? The thermal velocity of free electrons in a metal is of the same
order of magnitude (105-106m/s ) but this is not relevant for the charge transport in electric current.
 
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nasu said:
Are you sure that the 106 is the drift velocity of the electrons and not the thermal velocity? What is the source of this value? The thermal velocity of free electrons in a metal is of the same
order of magnitude (105-106m/s ) but this is not relevant for the charge transport in electric current.
The 3rd section of https://sciencejournals.ru/view-article/?j=fizplaz&y=2020&v=46&n=2&a=FizPlaz2002011Shibkov says: "dependences of the electron flux to the collector I4 at the breakdown stage on the distance between the anode and collector at helium pressure of 0.15 Torr and different values of the pulse voltage applied to the discharge gap are presented. Measurements were made on the amplitude value of the beam current to the collector. It can be seen that the flux of electrons that passed through the anode and got into the equipotential space between the second grid and the collector is weakened due to elastic and inelastic collisions with atoms. From the data of Fig. 2, we can find the effective scattering length of the electrons and estimate their energy. It follows from such estimates that at the initial stage at threshold values of U0, electrons with energy ~20 eV predominate in the discharge, and with increasing U0, the energy of electrons increases and reaches the value of ~100 eV at U0 = 700 V."

For an electron 100 eV of the kinetic energy is ~10⁶ m/s
 

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