The barrier voltage for germanium is _________ at 25°C.a)0.6 Vb)0....
The barrier potential of the "Germanium" diode is 0.3 V.
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The barrier voltage for germanium is _________ at 25°C.a)0.6 Vb)0....
The barrier potential for a Ge p-n junction is determined by the difference in the energy levels of the valence band and the conduction band of the two materials forming the junction. In the case of a Ge (Germanium) p-n junction, the barrier potential is approximately 0.2 V.
Explanation:
1. What is a p-n junction?
A p-n junction is formed when a p-type semiconductor (with excess holes) is brought into contact with an n-type semiconductor (with excess electrons). This creates a region where the two types of materials meet, and it is called the p-n junction.
2. Energy levels in p-type and n-type semiconductors:
In a p-type semiconductor, the valence band is closer to the Fermi level (energy level at which electrons have a 50% probability of being occupied) compared to the conduction band. This is because p-type semiconductors have excess holes in the valence band.
In an n-type semiconductor, the conduction band is closer to the Fermi level compared to the valence band. This is because n-type semiconductors have excess electrons in the conduction band.
3. Formation of the barrier potential:
When the p-type and n-type semiconductors are brought into contact to form a p-n junction, the excess electrons from the n-side diffuse to the p-side and recombine with the excess holes. This results in the formation of a depletion region near the junction, where there are no free charge carriers.
The recombination of electrons and holes creates a region with a net positive charge on the n-side and a net negative charge on the p-side. This creates an electric field across the junction, which opposes the further diffusion of charge carriers. The potential difference associated with this electric field is called the barrier potential.
4. Barrier potential in Ge p-n junction:
The barrier potential in a Ge p-n junction is approximately 0.2 V. This value is specific to Germanium, which has a smaller bandgap compared to other semiconductor materials like Silicon. The bandgap determines the energy difference between the valence band and the conduction band, and thus influences the barrier potential.
In summary, the barrier potential for a Ge p-n junction is approximately 0.2 V, which is determined by the energy levels in the valence and conduction bands of the p-type and n-type semiconductors forming the junction.