Energy Bands and Molecular Orbitals

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The discussion centers on the relationship between molecular orbitals (MO) and energy bands in solid-state physics. It highlights the confusion surrounding why potassium (K) behaves as a conductor despite having a fully filled σ state, while silicon (Si), with partially filled π states, does not exhibit similar conductive properties. The conversation emphasizes the difference between the band structures of diatomic molecules and those of infinite crystals, questioning their comparability. To gain a clearer understanding, it is suggested to study Bloch's theorem and conduct model calculations on one-dimensional atomic chains. This approach aims to clarify the concepts of MO and energy band conduction.
ABhattacharya
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Hello, a newbie here. I need to understand the relationship between MO and Energy Bands.

Although i have searched and researched about this topic in Google, but i am yet to understand this part clearly.

It is said that Energy Bands occur as the number of MO increase due to the various atoms that are interlinked in a crystal structure.

But i can't help but wonder.
While K has its σ state fully filled and its σ* state empty, and yet behaves as a conductor
But Si has ∏px and ∏py states partially filled which means when bands form, Si should have some bands which are partially filled and hence should be good conductors while Na should behave more of a semiconductor way... but it is just the opposite. Why?
 

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The diagram you show seems to be for diatomic molecules while the band structure refers to infinitely large crystals. Why do you think the two are comparable?
 
DrDu said:
The diagram you show seems to be for diatomic molecules while the band structure refers to infinitely large crystals. Why do you think the two are comparable?

Then what should i do to get a clearer picture of the MO and Energy Band conduction??
 
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