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slater configuration: (1s)2(2s2p)8(3s3p)8(3d)10(4s)2

1 4s e-s 18 3s3p3d e-s 10 2s2p1s e-s

σ4s = (1x0.35)+(18x0.85)+(10x1.0) = 25.65

Zeff 4s = Z - σ4s = 30 - 25.65 = 4.35

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3d ago

The effective nuclear charge on the 4s electron of zinc, according to Slater's rule, would be lower than the actual nuclear charge due to shielding effects from inner electrons. It would be less than +30 (the nuclear charge of zinc) since the 3d electrons partially shield the 4s electron from the full charge of the nucleus.

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Q: What will be the effective nuclear charge on 4s electron of zinc on the basis of Slater's rule?
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Related questions

In going down a group in the periodic table what effect does electron shielding generally have on the effective nuclear charge acting on the outermost electron in an atom?

Electron shielding increases down a group in the periodic table, as more electron shells are added. This reduces the effective nuclear charge experienced by the outermost electron, making it easier for that electron to be removed or participate in chemical reactions.


What is the approximate effective nuclear charge for a valence electron in krypton?

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Effective nuclear charge is the net charge of an electron in an atom.Z(eff) = Z - S where:Z - atomic numberS - number of shielding electrons


How is the concept of effective nuclear charge used to simplify the numerous electron- electron repulsions in a many electron atom?

The concept of effective nuclear charge takes into account the shielding effect of inner electrons on the outer electrons. By considering the net positive charge experienced by an electron due to both the nucleus and inner electrons, the effective nuclear charge simplifies the analysis of electron-electron repulsions in a many-electron atom. This simplification helps in predicting the electron distribution and properties of atoms more accurately.


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