共价半径
共价半径定义为由共价键结合的两个原子核之间距离的一半,单位通常使用皮米(pm)或埃(Å)。He、Ne、Ar等原子无共价半径数据,因至今未合成其任何共价化合物。
同周期元素的单键共价半径的变化规律为从左至右逐渐缩小,可认为是原子核对电子引力增大的缘故。
单词 | Covalent radius |
释义 |
Covalent radius
中文百科
共价半径共价半径定义为由共价键结合的两个原子核之间距离的一半,单位通常使用皮米(pm)或埃(Å)。He、Ne、Ar等原子无共价半径数据,因至今未合成其任何共价化合物。 同周期元素的单键共价半径的变化规律为从左至右逐渐缩小,可认为是原子核对电子引力增大的缘故。
英语百科
Covalent radius 共价半径The covalent radius, rcov, is a measure of the size of an atom that forms part of one covalent bond. It is usually measured either in picometres (pm) or angstroms (Å), with 1 Å = 100 pm. In principle, the sum of the two covalent radii should equal the covalent bond length between two atoms, R(AB) = r(A) + r(B). Moreover, different radii can be introduced for single, double and triple bonds (r1, r2 and r3 below), in a purely operational sense. These relationships are certainly not exact because the size of an atom is not constant but depends on its chemical environment. For heteroatomic A–B bonds, ionic terms may enter. Often the polar covalent bonds are shorter than would be expected on the basis of the sum of covalent radii. Tabulated values of covalent radii are either average or idealized values, which nevertheless show a certain transferability between different situations, which makes them useful. |
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