What is the lowest value of n which allows ‘g’ orbital to exist?
What is the lowest value of n which allows ‘g’ orbital to exist?
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1 Answer
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The lowest value of l where ‘g’ orbital can be present = 4
As for any value ‘n’ of principal quantum number, the Azimuthal quantum number (l) can have a value from zero to (n – 1).
∴ For l = 4, the minimum of n where ‘g’ orbital can be present = 4+1=5.
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In 4d orbital, n = 4 and
Radial nodes =
Radial nodes = 4 – 2 – 1 = 1
And angular nodes,
Here, number of unpaired electrons, n = 1
Spin only moment ;
= 173 × 10-2 B.M
=
= (At constant pressure)
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