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首页> 外文期刊>Open Journal of Physical Chemistry >Chemical Bonds between Charged Atoms in the Even-Odd Rule and a Limitation to Eight Covalent Bonds per Atom in Centered-Cubic and Single Face-Centered-Cubic Crystals
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Chemical Bonds between Charged Atoms in the Even-Odd Rule and a Limitation to Eight Covalent Bonds per Atom in Centered-Cubic and Single Face-Centered-Cubic Crystals

机译:中心立方和单面中心立方晶体中偶数奇数规则中带电原子之间的化学键以及每个原子的八个共价键的限制

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A crystal is a highly organized arrangement of atoms in a solid, wherein a unit cell is periodically repeated to form the crystal pattern. A unit cell is composed of atoms that are connected to some of their first neighbors by chemical bonds. A recent rule, entitled the even-odd rule, introduced a new way to calculate the number of covalent bonds around an atom. It states that around an uncharged atom, the number of bonds and the number of electrons have the same parity. In the case of a charged atom on the contrary, both numbers have different parity. The aim of the present paper is to challenge the even-odd rule on chemical bonds in well-known crystal structures. According to the rule, atoms are supposed to be bonded exclusively through single-covalent bonds. A distinctive criterion, only applicable to crystals, states that atoms cannot build more than 8 chemical bonds, as opposed to the classical model, where each atom in a crystal is connected to every first neighbor without limitation. Electrical charges can be assigned to specific atoms in order to compensate for extra or missing bonds. More specifically the article considers di-atomic body-centered-cubic, tetra-atomic and dodeca-atomic single-face-centered-cubic crystals. In body-centered crystals, atoms are interconnected by 8 covalent bonds. In face-centered crystal, the unit cell contains 4 or 12 atoms. For di-element crystals, the total number of bonds for both elements is found to be identical. The neutrality of the unit cell is obtained with an opposite charge on the nearest or second-nearest neighbor. To conclude, the even-odd rule is applicable to a wide number of compounds in known cubic structures and the number of chemical bonds per atom is not related to the valence of the elements in the periodic table.
机译:晶体是固体中原子的高度组织化的排列,其中单位晶胞定期重复以形成晶体图案。晶胞由原子组成,这些原子通过化学键连接到它们的一些第一个邻居。最近一项名为“奇偶规则”的规则引入了一种新方法来计算原子周围共价键的数量。它指出,在不带电的原子周围,键的数量和电子的数量具有相同的奇偶性。相反,在带电原子的情况下,两个数字具有不同的奇偶性。本文的目的是挑战众所周知的晶体结构中化学键的奇偶规则。根据规则,原子应该仅通过单价键结合。唯一适用于晶体的判据指出,与经典模型相反,原子不能建立超过8个化学键,而经典模型中,晶体中的每个原子无限制地连接到每个第一个邻居。可以将电荷分配给特定原子,以补偿多余或缺失的键。更具体地说,本文考虑了双原子体心立方,四原子和十二原子单面心立方晶体。在体心晶体中,原子通过8个共价键相互连接。在面心晶体中,晶胞包含4或12个原子。对于二元素晶体,发现两个元素的键总数相同。在最近或第二近邻上以相反的电荷获得晶胞的中性。总而言之,奇数规则适用于已知立方结构中的多种化合物,每个原子的化学键数与周期表中元素的化合价无关。

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