Why is work function almost always in the range 4-6 eV?

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The work function of materials typically falls within the range of 4-6 eV, but there are notable exceptions, especially among metals where values can be as low as 2.1 eV for cesium and 2.3 eV for potassium. In semiconductors, the work function is influenced by the band gap, with some materials like antimonides having work functions lower than 3 eV, making them suitable for specific applications like photocathodes. The limited range of work functions and band gaps suggests underlying physical principles that govern these properties. Additionally, electron affinity in semiconductors can lead to negative values, further complicating the relationship between work function and material type. Overall, while a general range exists, significant variability is observed across different materials.
free_electron
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This is the case with metals semiconductors polymers and ceramics I have checked on the web. Still looking for exceptions...
 
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free_electron said:
This is the case with metals semiconductors polymers and ceramics I have checked on the web. Still looking for exceptions...

Er... I think there's enough of a spread here that one can't actually say that. For metals, which would be a more accurate representation of a "work function", you can have Mg at 3.66 eV, cesium at 2.1, calcium at 2.9, potassium at 2.3, etc... So there's plenty outside of the range you mentioned.

For semiconductors and band insulators, it depends very much on the band gap. I believe that the antimonide familly of semiconductor work function are lower than 3, which is why it is being considered as photocathode material using "green" laser rather than UV.

Zz.
 
okay, I hadn't checked most of the periodic table yet :P

But even band gaps have a limited range, add to that a limited range of distances from the Fermi to the vacuum level.

Do these ranges come from somewhere?

Thanks.
 
free_electron said:
okay, I hadn't checked most of the periodic table yet :P

But even band gaps have a limited range, add to that a limited range of distances from the Fermi to the vacuum level.

Do these ranges come from somewhere?

Thanks.

The electron affinity in semiconductors are not that big when compared with metals. In fact, with band bending, I can make it go negative, resulting in negative electron affinity material. So in semiconductors, the work function is dominated by the band gap.

Zz.
 

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