How does the Pauli Exclusion principle explain ionization E?

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The discussion centers on the Pauli-exclusion principle and its role in explaining ionization energy trends across the periodic table. While the principle indicates that no two electrons can occupy the same quantum state, it is not the sole factor influencing ionization energy. Other significant contributors include nuclear charge and the behavior of subshell wavefunctions. As one moves down the periodic table, increased electron repulsion and atomic size also play a role in ionization energy variations. For a deeper understanding, resources such as the Wikipedia page on ionization energy provide additional insights, particularly in the "Quantum Mechanical Explanation" section.
fangrz
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How does the Pauli-exclusion principle explain ionization energy trends? Is it just that as you move down the periodic table, the electrons experience repulsion between each other, and thus the atoms get bigger?
 
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fangrz said:
How does the Pauli-exclusion principle explain ionization energy trends?
Pauli principle alone cannot explain the ionization energy trend, there are also nuclear charge and subshell wavefunction which contribute more to this trend.
 
Does the first chart & explanation here answer your question?

https://en.wikipedia.org/wiki/Ionization_energy

Or try further down that same page..."Quantum Mechanical Explanation".
 
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