Chemistry

Chemistry

Problem

A plotted data set shows first-ionization energy versus atomic number for elements 19 through 38. From K (19) to Zn (30) the values rise modestly and form a broad plateau; from Ga (31) through Kr (36) the curve rises more steeply, culminating in a pronounced peak at Kr. A slight dip is noted at atomic number 37 (Rb), followed by an increase to Sr (38). Use this description to analyze periodic behavior in the fourth period. (a) Delineate which contiguous atomic-number interval on the graph corresponds to transition-metal elements and which corresponds to main-group elements. (b) Explain why the increase in first-ionization energy is relatively subdued across the transition-metal portion of the graph compared with the main-group portion. (c) Based on the slope immediately preceding and following Zn (atomic number 30), predict whether Zr (atomic number 40) is expected to have a first-ionization energy closer to that of Y (39) or Nb (41). Support your prediction with reference to the trend observed in the fourth period. (d) Using shielding and effective nuclear charge arguments, compare the expected magnitude of ZeffZ_{\text{eff}} experienced by the outermost electron of Zn with that experienced by Ga, and relate this comparison to their positions on the graph.
Intuitive explanation

First ionization energy reflects how tightly an atom holds its outermost electrons—the stronger the nuclear pull relative to shielding, the higher the energy needed to remove one. The modest plateau from K to Zn occurs because you're filling the dd-orbitals, which add nuclear charge without dramatically improving the shielding of the valence ss electrons. The steep rise from Ga onward marks the transition to filling pp-orbitals, which are closer to the nucleus and experience much less shielding, so each additional proton makes a bigger impact. The peak at Kr and dip at Rb showcase the competition between nuclear charge and electron configuration: Rb's single 5s15s^1 electron is farther out and more easily removed than Kr's stable, filled 4p64p^6 shell.

Intuitive explanation

First ionization energy reflects how tightly an atom holds its outermost electrons—the stronger the nuclear pull relative to shielding, the higher the energy needed to remove one. The modest plateau from K to Zn occurs because you're filling the dd-orbitals, which add nuclear charge without dramatically improving the shielding of the valence ss electrons. The steep rise from Ga onward marks the transition to filling pp-orbitals, which are closer to the nucleus and experience much less shielding, so each additional proton makes a bigger impact. The peak at Kr and dip at Rb showcase the competition between nuclear charge and electron configuration: Rb's single 5s15s^1 electron is farther out and more easily removed than Kr's stable, filled 4p64p^6 shell.

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