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The effect results from poor shielding of nuclear charge (nuclear attractive force on electrons) by 4f electrons; the 6s electrons are drawn towards the nucleus, thus resulting in a smaller atomic radius.

In single-electron atoms, the average separation of an electron from the nucleus is determined by the subshell it belongs to, and decreases with increasing charge on the nucleus; this in turn leads to a decrease in atomic radius. In multi-electron atoms, the decrease in radius brought about by an increase in nuclear charge is partially offset by increasing electrostatic repulsion among electrons. In particular, a "shielding effect" operates: i.e., as electrons are added in outer shells, electrons already present shield the outer electrons from nuclear charge, making them experience a lower effective charge on the nucleus. The shielding effect exerted by the inner electrons decreases in the order s > p > d > f. Usually, as a particular subshell is filled in a period, atomic radius decreases. This effect is particularly pronounced in the case of lanthanides, as the 4f subshell which is filled across these elements is not very effective at shielding the outer shell (n=5 and n=6) electrons. Thus the shielding effect is less able to counter the decrease in radius caused by increasing nuclear charge. This leads to "lanthanide contraction". The ionic radius drops from 102 pm for cerium(III) to 86.1 pm for lutetium(III).

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How lanthanide contraction controls the atomic sizes of elements of 6th and 7th periods?

From moving from left to right the atomic size decreases.In case of Lanthanides lanthanide contractions occur and this results from the poor shielding of nuclear charge by 4f electrons,the 6f electrons are drawn towards the nucleus ,thus resulting in smaller atomic radius.


Why lanthanide contraction is an exception for Europium?

Lanthanide contraction refers to the gradual decrease in the ionic radii of the lanthanide elements as atomic number increases, due to the increasing effective nuclear charge that pulls electrons closer to the nucleus. Europium is an exception because it has a half-filled f-orbital configuration (4f^7), which provides extra stability and results in a larger ionic radius compared to its neighbors, particularly in the +2 oxidation state. This stability allows Europium to exhibit a distinct electronic structure that deviates from the expected trend of lanthanide contraction.


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