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Magnetism of lanthanide and actinide ions

It will be recalled that in Section 9.1 it was shown that the spin-only model for molecular paramagnetism gave rise to the equation [Pg.265]

It will therefore not be surprising that, essentially by replacing 5 by J in the derivation, the J-only model gives rise to the equation [Pg.265]

The equality sign in the spin-only equation has been replaced by a proportionality because, whereas there can be no ambiguity about how a given value of S arises—one simply has to count the number of unpaired electrons and divide by two—as has been seen, a given J value can arise from a variety of different spin and orbital components. Spin magnets and orbital magnets are not immediately interchangeable and so the constant of proportionality in the J-only equation, denoted g, has to reflect the particular mix involved. The equation for g is [Pg.265]

The quantity corresponding to g in the spin-only formula is the factor 2 (which appears as 4 when placed inside the square root). In Table 11.11 is given a comparison of observed and calculated values for the lanthanides. As has already been commented, the general agreement is very good. Two additional points should be made. First, a small contribution from temperature independent paramagnetism (TIP, the mixing of excited states into [Pg.265]

Low and high here are relative to adjacent elements only. So, lanthanum is four or five times more abundant than either gadolinium or dysprosium. [Pg.266]


See other pages where Magnetism of lanthanide and actinide ions is mentioned: [Pg.265]    [Pg.265]   


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Actinide magnetism

And actinides

Ions, magnetism

Lanthanide actinides

Lanthanide ions

Lanthanide ions magnetism

Magnetic ions

Magnetic of lanthanides

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