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An orbital is a one-electron wavefunction, usually derived by solving the Schrodinger equation. This tag applies to questions about all forms of orbitals; additionally, questions about the construction and properties of molecular orbitals should be tagged with [molecular-orbital-theory].

6 votes
2 answers
2k views

Do hybrid orbitals exist in unbonded molecules? What would they look like?

, the ground state of a neutral carbon atom could be notated as: $$ [\ce{He}] \underset{\ce{2s}}{[\uparrow \downarrow]} \underset{\ce{2p}}{[\uparrow \vert \uparrow \vert \; \;]} $$ I know $\ce{s}$ orbitals … So do hybrid orbitals exist in unbonded molecules? What would they look like? I think this would have interesting results for collisions between atoms and how probable certain reactions are. …
Ms. Molly Stewart-Gallus's user avatar
3 votes
1 answer
254 views

What are the molecular orbitals shaped like in diberyllium (mono)cation?

I think one way of describing the result is that the bond in $\ce{Be^+_2}$? cation is a resonance hybrid of two possible pi bonds. Each pi bond has a bond order of 1 so the resonance hybrid structure …
Ms. Molly Stewart-Gallus's user avatar
4 votes
1 answer
3k views

How are the hydrogens attached to the nitrogen atom in the ammonium ion?

Naively attaching hydrogens to a nitrogen atom's electron orbitals results in a picture like this: However, there are two problems with this drawing that I can see. … Second, while I have drawn each of the hydrogens attaching to different external orbital I don't actually know which orbitals the hydrogens would attach to or why. …
Ms. Molly Stewart-Gallus's user avatar
5 votes
3 answers
389 views

Can orbitals in atoms be compressed?

carbon tetrafluoride, carbon can "expand" to a more energetic electron configuration similar to: $$ \underset{3s}{[\uparrow]} \underset{3p}{[\uparrow \vert \uparrow \vert \uparrow ]} $$ Although these orbitals … underset{3p}{[\uparrow \vert \uparrow \vert \uparrow ] }$$ to $$ \underset{3s}{[\uparrow \downarrow]} \underset{3p}{[\uparrow \downarrow \vert \uparrow \vert \; \; ] }$$ Looking at the geometry of p orbitals
Ms. Molly Stewart-Gallus's user avatar