双语化学辞典Chem Lexicon
概念 · 原子结构 · 周期性 Atomic structure · Periodicity

电负性Electronegativity

拼音Pinyin diàn fù xìng 别名Also χ

定义Definition

电负性是衡量原子在分子中吸引成键电子能力的相对数值,常用符号 χ。电负性越大,原子吸引电子越强。氟的电负性最大(鲍林标度 3.98),铯、钫最小(约 0.7–0.8)。

Electronegativity, χ, is a relative measure of how strongly an atom in a molecule attracts bonding electrons. The higher the value, the stronger the pull. Fluorine is highest (3.98 on the Pauling scale) and caesium and francium lowest (about 0.7–0.8).

原理与周期性Principle and periodic trends

同一周期从左到右,核电荷增加、原子半径减小,电负性增大;同一主族从上到下电负性减小。两原子电负性差决定键的极性:差值约大于 1.7 时以离子键为主,介于 0.4 与 1.7 之间为极性共价键,较小时为非极性共价键。电负性还用于判断氧化数、酸性强弱和诱导效应。

Across a period nuclear charge rises and radius shrinks, so electronegativity increases; down a main group it decreases. The difference between two atoms sets bond polarity: above about 1.7 the bond is mainly ionic, between 0.4 and 1.7 polar covalent, and below that essentially nonpolar. Electronegativity also guides oxidation numbers, acid strength and inductive effects.

由来Origin

贝采利乌斯在 19 世纪初已提出“电化学二元论”,按元素的电性排序。1932 年鲍林根据键能数据提出第一个定量电负性标度:A–B 键能超出 A–A 和 B–B 平均值的部分与两者电负性差的平方成正比。这一标度至今最常用。

In the early nineteenth century Berzelius ranked elements by electrical character in his electrochemical dualism. In 1932 Pauling proposed the first quantitative scale from bond energies: the extra strength of an A–B bond over the mean of A–A and B–B is proportional to the square of their electronegativity difference. His scale remains the most widely used.

其他标度Other scales

1934 年密立根把电负性定义为电离能与电子亲和能的平均值;1958 年阿尔雷德-罗乔以有效核电荷对价电子的静电力定义;1989 年艾伦用价层电子平均能量定义光谱电负性。不同标度数值不同但趋势一致。电负性并非可直接测量的物理量,而是一个概念性工具。

In 1934 Mulliken defined electronegativity as the average of ionisation energy and electron affinity; in 1958 Allred and Rochow used the electrostatic force of the effective nuclear charge on valence electrons; in 1989 Allen used the average valence-electron energy to define a spectroscopic scale. The scales differ in numbers but agree on trends. Electronegativity is a conceptual tool rather than a directly measurable quantity.

年表Timeline

  • 1811

    贝采利乌斯提出电化学二元论

    Berzelius proposes electrochemical dualism

  • 1932

    鲍林提出电负性标度

    Pauling's electronegativity scale

  • 1934

    密立根提出绝对电负性

    Mulliken's absolute scale

  • 1958

    阿尔雷德-罗乔标度

    The Allred–Rochow scale

  • 1989

    艾伦提出光谱电负性

    Allen's spectroscopic scale

相关公式Formulas

键的离子性百分数 Percent ionic character→
\[\%\text{离子性} = \frac{\mu_\text{实测}}{e\,d}\times100\%,\qquad \%\text{离子性}_\text{鲍林} = \left(1 - e^{-(\Delta\chi)^2/4}\right)\times100\%\]\[\%\text{ionic character} = \frac{\mu_\text{measured}}{e\,d}\times100\%,\qquad \%\text{ionic character}_\text{Pauling} = \left(1 - e^{-(\Delta\chi)^2/4}\right)\times100\%\]
鲍林电负性 Pauling electronegativity→
\[|\chi_\mathrm A - \chi_\mathrm B| = \sqrt{\frac{\Delta}{\mathrm{eV}}},\qquad \Delta = D(\mathrm{A{-}B}) - \sqrt{D(\mathrm{A{-}A})\,D(\mathrm{B{-}B})}\]
例题Worked example

H–F:D = 5.86 eV,H–H 4.52、F–F 1.66:Δ = 5.86 − √(4.52×1.66) = 3.12 eV → Δχ = 1.77(表值 3.98 − 2.20 = 1.78)。

H–F: Δ = 3.12 eV → Δχ = 1.77 (tables: 1.78).

马利肯电负性 Mulliken electronegativity→
\[\chi_\mathrm M = \frac{I + A}{2},\qquad \chi_\mathrm P \approx 1.35\sqrt{\chi_\mathrm M/\mathrm{eV}} - 1.37\]
例题Worked example

F:I = 17.42、A = 3.40 eV → χ_M = 10.41 eV。

F: χ_M = 10.41 eV.

阿莱–罗乔电负性 Allred–Rochow electronegativity→
\[\chi_\mathrm{AR} = 0.744 + 0.359\,\frac{Z_\text{eff}}{(r_\text{cov}/\text{Å})^2}\]
例题Worked example

Cl:Z_eff = 6.10,r = 0.99 Å → χ = 0.744 + 0.359×6.10/0.98 = 2.98(鲍林 3.16)。

Cl: χ = 2.98 (Pauling 3.16).