How to find the Ionization energy of He+

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SUMMARY

The ionization energy of He+ can be calculated using the formula E = (-Z² x Rh) / n², where Rh is a constant valued at 2.178 x 10^-18 J. The calculated ionization energy for He+ at ground state (n=1) is 8.712 x 10^-18 J. However, this value does not match the experimentally determined ionization energies of helium, which are 24.587 eV and 54.417 eV, as referenced from the 'kalzium' Linux program. Users should verify their calculations against these established values for accuracy.

PREREQUISITES
  • Understanding of the Bohr model of the atom
  • Familiarity with ionization energy concepts
  • Knowledge of unit conversion between joules and electron volts
  • Basic proficiency in using Linux programs for chemical data
NEXT STEPS
  • Research the Bohr model and its application to hydrogen-like atoms
  • Learn about ionization energy calculations for multi-electron atoms
  • Explore the use of Linux programs like 'kalzium' for chemical data
  • Study unit conversion techniques between joules and electron volts
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Students and professionals in chemistry, physicists studying atomic structure, and anyone interested in calculating ionization energies of elements.

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Ok so I'm using the equation E= (-Z^2 x Rh)/ n^2
RH is a constant of 2.178x10^-18

I determined that the second ionization energy of He is the ionization energy of He+.

If my math is right, the ionization energy is 8.712x10^-18... this is assuming n=1, as I've determined it from ground state... But it that the ionization energy of He+?
 
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according to 'kalzium', a linux program which is basically a periodic table of the elements with all sorts of chemical data for each element, the experimentally determined ionization energies of helium (which you can look up for yourself on the internet) are:
24.587 ev
54.417 ev

obviously this isn't 'giving you the answer' since I doubt these will agree with your equation but they may give you a number to check your answer against. if your number is very different then its probably wrong. just use google to convert the units.

I would be floored if the 2 numbers are exactly the same.
 

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