The lanthanide contraction is the greater-than-expected decrease in atomic radii and ionic radii of the elements in the lanthanide series, from left to right. It is caused by the poor shielding effect of nuclear charge by the 4f electrons along with the expected periodic trend of increasing electronegativity and nuclear charge on moving from left to right. About 10% of the lanthanide contraction has been attributed to relativistic effects.[1]
A decrease in atomic radii can be observed across the 4f elements from atomic number 57, lanthanum, to 70, ytterbium. This results in smaller than otherwise expected atomic radii and ionic radii for the subsequent d-block elements starting with 71, lutetium.[2][3][4][5] This effect causes the radii of transition metals of group 5 and 6 to become unusually similar, as the expected increase in radius going down a period is nearly cancelled out by the f-block insertion, and has many other far ranging consequences in post-lanthanide elements.
The decrease in ionic radii (Ln3+) is much more uniform compared to decrease in atomic radii.
Element | Atomic electron configuration (all begin with [Xe]) |
Ln3+ electron configuration |
Ln3+ radius (pm) (6-coordinate) |
---|---|---|---|
La | 5d16s2 | 4f0 | 103 |
Ce | 4f15d16s2 | 4f1 | 102 |
Pr | 4f36s2 | 4f2 | 99 |
Nd | 4f46s2 | 4f3 | 98.3 |
Pm | 4f56s2 | 4f4 | 97 |
Sm | 4f66s2 | 4f5 | 95.8 |
Eu | 4f76s2 | 4f6 | 94.7 |
Gd | 4f75d16s2 | 4f7 | 93.8 |
Tb | 4f96s2 | 4f8 | 92.3 |
Dy | 4f106s2 | 4f9 | 91.2 |
Ho | 4f116s2 | 4f10 | 90.1 |
Er | 4f126s2 | 4f11 | 89 |
Tm | 4f136s2 | 4f12 | 88 |
Yb | 4f146s2 | 4f13 | 86.8 |
Lu | 4f145d16s2 | 4f14 | 86.1 |
The term was coined by the Norwegian geochemist Victor Goldschmidt in his series "Geochemische Verteilungsgesetze der Elemente" (Geochemical distribution laws of the elements).[6]
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