Quantcast

CHM1 21 Heteronuclear Diatomic Molecules Collection

Last modified by
on
Oct 18, 2019, 1:17:50 AM
Created by
on
Oct 18, 2019, 1:17:50 AM
Tags
UUID
1a0415d8-f145-11e9-8682-bc764e2038f2

 Index Page                                                                   Next Section ? 

 

Heteronuclear Diatomic Molecules

UCDavis ChemWiki

Diatomic molecules with two different atoms are called heteronuclear diatomic molecules. When two nonidentical atoms interact to form a chemical bond, the interacting atomic orbitals do not have the same energy. If, for example, element B is more electronegative than element A (?B > ?A), the net result is a “skewed” molecular orbital energy-level diagram, such as the one shown for a hypothetical A–B molecule in

Figure 6. Skewed MO energy level diagram
/attachments/1a0415d8-f145-11e9-8682-bc764e2038f2/Heteronuclear Diatomic Molecules.jpg
For a description of the image, click the image

The atomic orbitals of element B are uniformly lower in energy than the corresponding atomic orbitals of element A because of the enhanced stability of the electrons in element B. The molecular orbitals are no longer symmetrical, and the energies of the bonding molecular orbitals are more similar to those of the atomic orbitals of B. Hence the electron density of bonding electrons is likely to be closer to the more electronegative atom. In this way, molecular orbital theory can describe a polar covalent bond.

The bonding molecular orbitals are closer in energy to the atomic orbitals of the more electronegative B atom. Consequently, the electrons in the bonding orbitals are not shared equally between the two atoms. On average, they are closer to the B atom, resulting in a polar covalent bond.

Note the Pattern: A molecular orbital energy-level diagram is always skewed toward the more electronegative atom.

Nonbonding Molecular Orbitals

Molecular orbital theory is also able to explain the presence of lone pairs of electrons. Consider, for example, the HCl molecule, whose Lewis electron structure has three lone pairs of electrons on the chlorine atom. Using the molecular orbital approach to describe the bonding in HCl, we can see from Figure 7 "Molecular Orbital Energy-Level Diagram for HCl" that the 1sorbital of atomic hydrogen is closest in energy to the 3p orbitals of chlorine. Consequently, the filled Cl 3s atomic orbital is not involved in bonding to any appreciable extent, and the only important interactions are those between the H 1s and Cl 3p orbitals. Of the three p orbitals, only one, designated as 3pz, can interact with the H 1s orbital. The 3px and 3py atomic orbitals have no net overlap with the 1s orbital on hydrogen, so they are not involved in bonding. Because the energies of the Cl 3s, 3px, and 3py orbitals do not change when HCl forms, they are called nonbonding molecular orbitals. A nonbonding molecular orbital occupied by a pair of electrons is the molecular orbital equivalent of a lone pair of electrons. By definition, electrons in nonbonding orbitals have no effect on bond order, so they are not counted in the calculation of bond order. Thus the predicted bond order of HCl is (2 ? 0) ÷ 2 = 1. Because the ? bonding molecular orbital is closer in energy to the Cl 3pz than to the H 1s atomic orbital, the electrons in the ? orbital are concentrated closer to the chlorine atom than to hydrogen. A molecular orbital approach to bonding can therefore be used to describe the polarization of the H–Cl bond.

Figure 7 Molecular Orbital Energy-Level Diagram for HCl

/attachments/1a0415d8-f145-11e9-8682-bc764e2038f2/6a7d58ce9a6f14d1252f2744ccde3153.jpg
For a description of the figure, click the figure.The hydrogen 1s atomic orbital interacts most strongly with the 3pz orbital on chlorine, producing a bonding/antibonding pair of molecular orbitals. The other electrons on Cl are best viewed as nonbonding. As a result, only the bonding ? orbital is occupied by electrons, giving a bond order of 1.

Example 5.

Calculate the total number of valence electrons in CN?. Then place these electrons in a molecular orbital energy-level diagram like Figure 6 in order of increasing energy. Be sure to obey the Pauli principle and Hund’s rule while doing so.

Worked Problem

/attachments/1a0415d8-f145-11e9-8682-bc764e2038f2/CC Image.png

 Index Page                                                                   Next Section ? 

 

This Collection is empty

This collection, CHM1 21 Heteronuclear Diatomic Molecules Collection, is used in 1 pages
  • Comments
  • Attachments
  • Stats
No comments
This site uses cookies to give you the best, most relevant experience. By continuing to browse the site you are agreeing to our use of cookies.