> "Bond order" is certainly an ambiguous term. Within in some simple
> models one has just simple 0.5, 1.5, 2.5. Within more sophisticated
> models even "1" bond order is seen as a crude approximation. Unless
> someone comes up with a color code for fractional bond order (could be
> cool, by the way), I think Jmol must err in the "simple" direction.

My primary interest is still in Jmol as an introductory teaching tool ...
so I agree that keeping to the simple model is best for now.


> 0.5
>
> I could imagine wanting to show 0.5-bond order if the desire is to
> depict a transition state such as:
>
> A:  +   B---C   -->  [ A- -B- -C]  -->  A---B  +  :C
>
>
> where B has two partial bonds in that middle structure. This is certainly
> very common.

Hmmm ... OK

> 1.5
>
> One can certainly imagine wanting to show a system:
>
> X==Y---Z
>
> with 1.5 partial bond order between XY and YZ.

OK

> 2.5
>
> In the transition state for the Diels-Alder reaction of an alkyne with a
> diene
> I could imagine that one might want to depict a 2.5 bond between the two
> carbon
> atoms of the alkyne in this transition state.
>
> 3.5 is probably a stretch; there are certainly known compounds with 4.0
> bond order.
> These are metal-metal (tungsten-tungsten) compounds, I think.

OK

> None of these are "aromatic" -- implying delocalization in
> a ring, as you state,
> Miguel. "Aromatic" is just a subset of "delocalized" so I
> would think simply giving a number rather than the word
> "aromatic" would be better.

OK ... maybe :-)

The 1.5/aromatic bond is in ... because it is already implemented.

The other 'half bonds' must stay on the wish list.

> As for H-bonds, if it's easy
> to implement, great, otherwise just use 0.5.

Not sure what you are saying.

Hbonds are already in there as a special case. Rendered as dotted lines.

Is there something special you want with H-bonds?


Miguel



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