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present, that is, electronegativity is a property of atoms arises when the atoms form
molecules. But latter, it is established that electronegativity is an intrinsic property of
a free atom [13, 14, 22, 25, 48-53].
Malone's Scale of Electronegativity [54]
Just 1 year after the announcement of the electronegativity concept by Pauling [10],
Malone [54] suggested a relationship between the dipole moment in Debye (μ d ) of a
hetaronuclear bond X-Y and the electronegativity difference, χ X ~ χ Y , as:
χ X ~ χ Y μ μ d
(3)
A deeper study on the Malone's Scale reveals that the scale can be applied remark-
ably well in a few well known cases (e.g., hydrogen halides) but in case of a majority
of compounds due to the inaccuracy in the computed result this scale cannot be ac-
cepted as a reasonable scale of electronegativity.
Mulliken's Scale of Electronegativity [55]
In 1934, an empirical spectroscopic definition of electronegativity was proposed by
Mulliken [55] as the average of the IP and EA for the valence state of an atom.
Mulliken considered two limiting resonance structures of the diatomic complex
XY.
X ∂+ Y ∂- ↔ XY ↔ X ∂- Y ∂+
(4)
If one replaces the limiting structures by the equivalent ionic components then
equation (4) looks like:
X + + Y - ↔ X + Y ↔ X - + Y +
(5)
Case-1: Y is more electronegative than X, Y holds more negative charge than X
that is:
X + Y → X + + Y -
(6)
Energy change associated with the reaction (6) is given by the difference between
the energy required to remove an electron from A, its ionization potential ( IP ), and the
energy consumed to attach the electron to the outer shell of B, its electron affi nity ( EA )
∆ E (X + Y - ) = IP X - EA Y
(7)
Case-2: X is more electronegative than Y, X holds more negative charge than Y
that is,
X + Y → X - + Y +
(8)
The consumed energy is
∆ E (X - Y + ) = IP Y - EA X
(9)
 
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