Max # of bonds
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Max # of bonds
Since the atoms which can have an expanded octet do so by accessing their d orbitals, does that mean some atoms could form 9 bonds (since 1 s orbital, 3 p orbitals, and 5 d orbitals? Then, for some atoms which can access their f orbitals, could they even form 16 bonds (1 s orbital, 3 p orbitals, 5 d orbitals, and 7 f orbitals)? Would this even ever happen in real life since formal charges would be too far from 0?
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Re: Max # of bonds
Theoretically you could form 9 bonds, but I do not know how likely it would be, especially because atoms in molecules like to maintain a formal charge closest to zero.
Re: Max # of bonds
I wouldn't really focus on how many bonds an atom can potentially make, all you should really focus on is what number of bonds/how many electrons in the expanded octet give the atom the most stable formal charge.
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Re: Max # of bonds
In theory, it could be possible but extremely unlikely. What matters is the stability of the structure as a whole rather than how many bonds an atom could form by accessing its d and f orbitals.
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Re: Max # of bonds
I agree with the previous posts in that theoretically, I believe you could form 9 bonds, but would be extremely unlikely since it deviates so far away from the desired charge of zero. By creating so many bonds, it would make the formal charge insanely high and unstable (since the best and most stable Lewis structures tend to have formal charges of zero). I don't think you should spend too much time worrying about the possible bonds it could make, but rather focus on the formal charges to determine the most stable structure for a particular compound.
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