Calculation of total ionization cross section

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SUMMARY

The calculation of the total ionization cross section for gases capable of multiple ionization, such as Xenon, involves a charge-weighted sum of partial ionization cross sections. Specifically, the total cross section is expressed as σtotal = σ1 + (2*σ2) + (3*σ3) + ..., where σ1, σ2, and σ3 represent the cross sections for Xe+, Xe2+, and Xe3+, respectively. This method accounts for the varying contributions of each ionization state based on their charge, which is crucial for accurately determining the number of free electrons generated during ionization events.

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  • Understanding of ionization processes in gases
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  • Knowledge of electron impact ionization mechanisms
  • Basic grasp of charge states and their implications in ionization
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vrinda mukund
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Hai all,
I need some help in understanding the calculation of total ionization cross section. As per the literatures, for a gas capable of multiple ionization, the total cross section is a charge-weighted sum of partial ionization cross sections. To be more elaborate, consider the case of Xenon. Upon electron impact, Xe can become Xe+ or Xe2+ or Xe3+ ... , cross sections of which are respectively represented as σ1, σ2, σ3 ... etc.
Then total ionization cross section for Xe will be calculated as
σtotal = σ1+ (2*σ2) +(3*σ3)+... .
So my question is, why can't we just add the partial ionization cross section to calculate total ionization cross section instead of adding charge weighted sum ?
 
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Do you want to calculate how many xenon atoms get ionized (independent of their state), or how many electrons get set free?
Also, Xe3+ can capture electrons from other xenon atoms afterwards, leading to 3 Xe+ ions for example.
 

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