We were taught in chemistry that:
- Formal charges can be determined by drawing the Lewis dot structure, then subtracting the nonbonding electrons and half of the bonding electrons from the number of electrons ordinarily in that atom's valence.
- Molecules tend to be in the state with the lowest formal charge on the central atom; in the event that there are multiple such forms, it will take on an in-between state called a resonance hybrid.
- Three-dimensionally there's VSEPR theory which determines molecular geometry. We haven't gotten to how to calculate more complex angles just yet.
Consider ozone. There are two resonance structures for it: $\ce{O-O=O}$ and $\ce{O=O-O}$, both of which have equivalent formal charges: $(1)$ on the central atom, and $(-1)$ and $(0)$ on the axial atoms. This makes a resonance hybrid of $\ce{O\bond{~-}O\bond{~-}O}$, with bond order $\frac32$ for each bond.
Why isn't a third structure accounted for? Consider ozone structured like a triangle, with a single bond attaching each oxygen to the other two, and four unbound electrons on each oxygen:
- The formal charge for every oxygen would be $(0)$.
- The bond order would be $1$ for every bond; if merged as a resonance structure with the above two, it would create a structure with a bond order of $\frac43$ between the top oxygen and each side oxygen, and a bond order of $\frac13$ between the bottom two oxygens.
Yet the empirical evidence supports a bond order of $\frac32$ as a bent molecule, not a bond order of $\frac43$ as a triangular molecule. Why not?
mhchem
. An external tool is required to draw the structure, which is then added as a raster image. – andselisk Dec 12 '19 at 18:54