Initiation and the math behind Arc Discharges

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SUMMARY

Arc discharges are initiated through two primary mechanisms: thermionic emission, where intense heat generates charge, and field emission, where a strong electric field triggers the arc. The discussion highlights that once breakdown voltage is achieved, the air becomes conductive, allowing for high current flow despite the initial high voltage requirement. The relationship between arc inception voltage and current is governed by Paschen's Law, which describes the conditions for electrical breakdown in gases. The ionization process allows for sustained high current flow through the ionized air, leading to potential hazards such as explosions and fire due to rapid heating and UV radiation damage.

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  • Understanding of thermionic and field emission processes
  • Familiarity with electrical breakdown and Paschen's Law
  • Knowledge of ionization and plasma formation in gases
  • Basic principles of high voltage and current flow in electrical systems
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  • Research Paschen's Law and its applications in electrical engineering
  • Study the mechanisms of thermionic and field emission in detail
  • Explore the effects of high current flow in ionized gases and related safety measures
  • Investigate methods for calculating arc inception voltage and current
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Electrical engineers, physicists, safety professionals, and anyone involved in high-voltage applications or studying arc discharge phenomena.

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TL;DR
How do arc Discharges form and how do I calculate the required voltage and current
Arc discharges are characterized as being high current discharges. I have done some research and there are some conflicting answers on how ar discharges start.

Thermionic / Field Emmision Explanation:

Arc discharges can start in two different ways thermionic emmission, where intense heat causes thermionic emmision of charge to initiate the arc, and field emmission, where a strong electric field causes the initiation of the arc.

I also found some places that say arc discharges are caused by acheiving breakdown voltage and then reducing voltage and increasing current(since after breakdown is acheived the air is conductive) to create the high current arc.

Which one of these explanations is correct? I also would like to know if there are any laws that can calculate "Arc inception voltage" or "Arc inception current" (If that's even a thing).
 
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chimay said:
I think this is what you are looking for: https://en.wikipedia.org/wiki/Paschen's_law
If electrical breakdown uses high voltages to breakdown air how can an arc discharge be a high current discharge?
 
akansh_karthik_1 said:
If electrical breakdown uses high voltages to breakdown air how can an arc discharge be a high current discharge?
Because the voltage needed to sustain the current through ionised air, is significantly lower than the initial breakdown voltage required to initiate conduction.
 
akansh_karthik_1 said:
If electrical breakdown uses high voltages to breakdown air how can an arc discharge be a high current discharge?
Basically it's the difference between making ions when they don't exist yet (high impedance, high voltage) and conducting current through a bunch of ions that you've previously made (lower impedance, higher current).
 
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While high voltage is required to initiate electrical breakdown and arc discharge, the resulting discharge can involve high current flow due to the conductivity of the ionized path and the formation of plasma.
 
How do you calculate how much you can increase current before the air stops being ionized? Or is there no limit?
 
akansh_karthik_1 said:
How do you calculate how much you can increase current before the air stops being ionized? Or is there no limit?
There is no limit to the damage that can be done by an uncontrolled current. The air is heated very rapidly, so expands and causes an explosion. The ionisation will continue so long as current is available. The UV radiation from the arc will damage organic insulation, resulting in a carbon arc and fire.
 
akansh_karthik_1 said:
How do you calculate how much you can increase current before the air stops being ionized? Or is there no limit?
I don't know how to calculate it, but I can pretty much guarantee it's on the web. Maybe some research and reading would help you?

Yes there is a limit to how many ions you can make in a confined gas or region. In the curve below, this is the region between points J and K, which has locally resistive behavior because there aren't more ions available. The negative resistance regions (E-G & I-J) are where ions are created. More ions => lower resistance. The I-J region is an avalanche effect and typically happens very quickly (hence the dashed line in the graph).
1715751373659.png
 

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