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The effective nuclear charge ($Z_"eff"$) increases slightly along a transition series.

This is because more protons are added in the nucleus, whereas the same number of electrons is added in the (n-1)d subshell, (where n is the number of the period and the quantum number of the s type outer electrons).

If the d subshell were completely enclosed in the atom's core, the core positive charge "felt" by the , that is, the effective nuclear charge, would remain exacly consfant for a transition series.

Technically speaking, this would be expressed by saying that the added (n-1)d electrons would be entirely capable of shielding the positive charge of the protons.

Since the (n-1)d orbitals are excedingly elongated, their electrons reach the outer n shell, provoking a non-negligible repulsion on the .

Hence the (n-1)d electrons are only partially capable of shielding the increasing nuclear charge, and, consequently, the effective nuclear charge or overall positive core charge, increases as the increases for a transition series.

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