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Electronegativity Chart (Pauling Scale): Values and Bond Polarity

Using an electronegativity chart (Pauling scale), how are electronegativity values used to calculate \( \Delta \chi \) and predict bond polarity for H–Cl, Na–Cl, C–H, and C–O?

Subject: General Chemistry Chapter: Atoms Topic: Atomic Structure Answer included
electronegativity chart Pauling electronegativity electronegativity values electronegativity difference bond polarity polar covalent bond nonpolar covalent bond ionic character
Accepted answer Answer included

What an electronegativity chart shows

An electronegativity chart lists Pauling electronegativity values, written as \( \chi \), for individual elements. These values indicate how strongly an atom attracts shared electrons in a chemical bond. When two bonded atoms have different electronegativities, electron density shifts toward the more electronegative atom and the bond becomes more polar.

H–ClΔχ = 0.96, polar covalent, with the dipole directed toward Cl.

Interactive Pauling electronegativity difference diagram A clean visualization showing the position of the selected bond on the electronegativity difference scale and a separate dipole sketch below it. Bond classification by electronegativity difference The selected bond is placed on the Pauling Δχ scale. The dipole sketch is drawn separately below so labels and atoms remain clear. Electronegativity-difference scale Nonpolar Polar covalent Predominantly ionic 0.0 0.4 1.0 1.7 2.0 3.0 3.3 H–Cl · Δχ = 0.96 Selected bond summary Bond: H–Cl χ(H) = 2.20, χ(Cl) = 3.16 Δχ = 0.96 Classification: Polar covalent Bond polarity sketch Electron density shifts toward the more electronegative atom. δ+ δ− H Cl χ = 2.20 χ = 3.16 electron density shift
The marker on the top scale shows the size of \( \Delta \chi \), while the lower sketch shows the dipole direction without crowding the labels, atoms, or values.

Electronegativity reference values (Pauling scale)

On wider screens, the reference values are arranged in multiple side-by-side columns instead of one long single-column table. On narrow screens, the columns wrap naturally.

Reference values A
Element \( \chi \)
H2.20
He
Li0.98
Be1.57
B2.04
C2.55
N3.04
Reference values B
Element \( \chi \)
O3.44
F3.98
Ne
Na0.93
Mg1.31
Al1.61
Si1.90
Reference values C
Element \( \chi \)
P2.19
S2.58
Cl3.16
Ar
K0.82
Ca1.00
Fe1.83
Reference values D
Element \( \chi \)
Cu1.90
Zn1.65
Br2.96
I2.66
Au2.54
Pb2.33
  

How \( \Delta \chi \) is calculated

The electronegativity value for each atom is taken from the chart, and the numerical difference is calculated with

\[ \Delta \chi = \left|\chi_A - \chi_B\right| \]

Introductory chemistry commonly uses these approximate cutoffs: \( \Delta \chi < 0.4 \) for nonpolar covalent bonding, \( 0.4 \le \Delta \chi \le 1.7 \) for polar covalent bonding, and \( \Delta \chi > 1.7 \) for bonds with strong ionic character.

Worked examples and interactive comparison

Selecting any row below updates the visualization above.

Bond polarity from Pauling electronegativity values
Bond \( \chi \) values \( \Delta \chi \) Classification Direction of electron-density shift
H–Cl H: 2.20, Cl: 3.16 0.96 Polar covalent Toward Cl
Na–Cl Na: 0.93, Cl: 3.16 2.23 Predominantly ionic Toward Cl
C–H C: 2.55, H: 2.20 0.35 Nonpolar or very weakly polar Slightly toward C
C–O C: 2.55, O: 3.44 0.89 Polar covalent Toward O

H–Cl: \( \Delta \chi = |2.20 - 3.16| = 0.96 \)

Na–Cl: \( \Delta \chi = |0.93 - 3.16| = 2.23 \)

C–H: \( \Delta \chi = |2.55 - 2.20| = 0.35 \)

C–O: \( \Delta \chi = |2.55 - 3.44| = 0.89 \)

The same procedure applies to any bond shown on an electronegativity chart: read the two Pauling values, calculate \( \Delta \chi \), and place the dipole toward the more electronegative atom.

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