Why Do Ionization Energies Vary with Odd and Even Electron Counts?

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Homework Help Overview

The discussion revolves around the variation of ionization energies in relation to odd and even electron counts, particularly focusing on the stability of electron configurations and the implications for quantum physics. Participants explore the relationship between electron pairing, orbital filling, and ionization energy trends.

Discussion Character

  • Conceptual clarification, Assumption checking, Mixed

Approaches and Questions Raised

  • Participants question the stability associated with odd versus even electron counts and seek to understand the underlying quantum physics principles. They discuss the significance of filled and half-filled orbitals in relation to ionization energy.

Discussion Status

Some participants have offered insights into the behavior of ionization energy across different elements and configurations, while others express confusion about the trends and seek further clarification on the quantum mechanics aspects of the topic.

Contextual Notes

The original poster indicates that the discussion is for a physics course, which may limit the focus on chemical principles such as electron shell filling. There is a noted lack of consensus on the reasons behind the observed trends in ionization energy.

warrior_1
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This question is not a homework question. I am having a little trouble with the ionization
energy graph. I understand that the noble gasses are the most stable
and hence require the most energy to be ionised, but why is it that after you
add even number of electrons the ionization energy increases but when it
is odd numba of electrons the ionization energy decreases. I understand that as you add shells the sheilding effect increases, but why is it that when you add an odd number of electrons the ionization energy decreases??

Is it because when electrons are in pairs they are more stable?? What is the nuclear physics or qunatum physics explanation behind this


Thanks in Advance
 
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The most stable configurations tend to be either filled or half-filled orbitals. I'm not sure where you are getting that even numbers of electrons are necessarily more stable than odd numbers.

For example, nitrogen (7 electrons) has a higher IE than oxygen (8 electrons). This is due to the stability of a half-filled 2P shell for nitrogen.

For example, see the table here:
http://dl.clackamas.cc.or.us/ch104-07/ionization_energy.htm
 
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But u can see in that figure, once u add an extra electron after the shell is filled it automatically drops off right, once u add the second the ionization energy increases, once you add the third it drops off again... i obviously don't understand what's going on here so by no means am i saying I am right about what i said, i just want to know how it all works.
 
Okay, I think I can give a more helpful explanation now.

Have you learned about S orbitals and P orbitals? The important thing to know is that S orbitals need only 2 electrons to be filled, while P orbitals need 6 electrons.

So, looking at what happens after neon, for example: neon has a filled P orbital, so the next element (Na) has a drop in ionization energy. Two elements past neon is Mg, which now has a filled S orbital -- because S orbitals need only 2 electrons to be filled. Because of it's filled orbital, Mg has a higher I.E. than the elements next to it.

The next element after Mg is Al, at which point we are adding electrons to P orbitals, and it takes 6 more electrons to fill that. These filled orbitals are filled 6 elements after Mg, or at Ar. So Ar has a high I.E. again. Also, note that when the P orbitals are half-filled with 3 electrons, at P (Z=15 on the graph), there is a slight rise in I.E. there. Half-filled orbitals are also stable, though not as stable as filled orbitals.

Hope you're able to follow all this on the graph I linked to before.
 
But is there a quantum physics explanation for this. As this is for a physics course, and they don't really go into how many electrons fill a shell etc, i understand what ur talking about coz I've done chem b4 but this is for a quantum mechanics course.
 

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