Doubling Ionization of Tungsten: Effects on Energy?

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SUMMARY

The discussion centers on the energy gained by ionized tungsten atoms when subjected to an electric potential. Specifically, when one mole of tungsten atoms is singly ionized and accelerated through one electron volt (eV), it yields 96.48 kJ. If the tungsten is doubly ionized, removing two electrons per atom, it will indeed produce twice the energy, assuming the same initial conditions. However, practical considerations regarding mutual repulsion among charged particles at a mole scale may affect the potential energy gained.

PREREQUISITES
  • Understanding of ionization processes in atomic physics
  • Familiarity with electric potential and energy units, specifically electron volts (eV)
  • Knowledge of kinetic energy principles in charged particles
  • Basic concepts of particle density and mutual repulsion in ionized gases
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  • Research the effects of mutual repulsion on charged particle dynamics
  • Study the principles of ionization energy and its measurement
  • Explore the relationship between electric potential and kinetic energy in charged particles
  • Investigate practical applications of ionized gases in laboratory settings
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Physicists, electrical engineers, and students studying atomic physics or plasma dynamics will benefit from this discussion, particularly those interested in the energy dynamics of ionized materials.

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TL;DR
Ionization and the relationship to kinetic energy
Lets say that i have i mole of tungsten atoms. They are all ionized, only one electron is removed from each atom. If i accelerate this mole of tungsten atoms through one electron volt, i would get 96.48 kj. If the mole of tungsten was doubly ionized, two electrons removed from each atom, and accelerated through one ev, would i get twice the kilojoules?
 
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The short answer is yes.

One persnickety comment: electron volts is a unit of energy. I think you meant one volt of electric potential.

One caveat: it would be cleaner to ask the question about a single atom rather than a mole of atoms. With many charged particles you will have to think about their mutual repulsion, and then the potential would depend on their density. The problem is that at any practical lab scale density of a whole mole of ionized atoms would have mutual repulsion so strong your one volt potential would be completely negligible in comparison. However, I get what you meant.

Even if the potential is dominated by their mutual repulsion, the idea that, given the same initial configuration, twice the charge gives twice the energy is still true. So your idea is still correct. Just, in that case, the 1 volt becomes unimportant.

Anyhow, rephrasing it, a doubly ionized atom falling through one volt of electric potential will gain twice as much kinetic energy as a singly ionized atom falling through the same potential.
 
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