Silicon doped with gallium forms ______.
p-type semiconductor
This question asks about the type of semiconductor formed when Silicon is doped with Gallium. To answer this, we need to understand the concept of semiconductor doping and the properties of Silicon and Gallium.
Semiconductors are materials that have electrical conductivity between that of a conductor (like copper) and an insulator (like glass). Common examples include Silicon (Si) and Germanium (Ge). These materials are typically from Group 14 of the periodic table and have 4 valence electrons, allowing them to form covalent bonds.
Doping is the process of intentionally adding impurities to an intrinsic (pure) semiconductor to alter its electrical properties. By adding specific types of impurity atoms, we can increase the number of charge carriers (electrons or holes) and thus increase the conductivity of the semiconductor.
When Gallium atoms are introduced into the Silicon crystal structure, they replace some Silicon atoms. Since Gallium has only 3 valence electrons compared to Silicon's 4, it cannot complete all four covalent bonds with its neighboring Silicon atoms. One bond will be deficient by one electron, creating a 'hole'.
This hole behaves like a positive charge carrier. When an electric field is applied, electrons from nearby Silicon atoms can move into these holes, causing the holes to move through the crystal lattice. The movement of holes contributes to the electric current.
Because the doping impurity (Gallium) creates 'holes' which are majority charge carriers, this type of doping results in a p-type semiconductor. Group 13 elements are called acceptor impurities because they 'accept' an electron by forming a hole.
| Semiconductor Type | Dopant Group | Valence Electrons of Dopant | Created Charge Carrier | Majority Charge Carrier | Dopant Name |
|---|---|---|---|---|---|
| n-type | Group 15 (e.g., P, As, Sb) | 5 | Free Electron | Electrons | Donor |
| p-type | Group 13 (e.g., B, Al, Ga, In) | 3 | Hole | Holes | Acceptor |
Therefore, Silicon doped with Gallium forms a p-type semiconductor.
| Concept | Description | Relevance to Silicon Doping |
|---|---|---|
| Silicon (Si) | Group 14 Semiconductor, 4 valence electrons | Base material being doped |
| Gallium (Ga) | Group 13 Element, 3 valence electrons | Dopant impurity |
| Doping | Adding impurities to change conductivity | Process involved |
| Hole | Absence of an electron in a covalent bond | Majority carrier in p-type semiconductor |
| p-type Semiconductor | Semiconductor with holes as majority carriers | Result of doping Silicon with Gallium |
Intrinsic semiconductors have a limited number of charge carriers (electrons and holes generated by thermal energy). Doping dramatically increases the number of either electrons (n-type) or holes (p-type), making the semiconductor extrinsic. The conductivity of an extrinsic semiconductor is much higher than that of an intrinsic semiconductor at room temperature.
In p-type semiconductors, the concentration of holes (p) is much greater than the concentration of electrons (n), i.e., \(p \gg n\). In n-type semiconductors, the concentration of electrons (n) is much greater than the concentration of holes (p), i.e., \(n \gg p\).
The product of electron and hole concentrations in a semiconductor at thermal equilibrium remains constant at a given temperature and is equal to the square of the intrinsic carrier concentration (\(n_i\)): \(np = n_i^2\).
Energy required to break the covalent bond of a semiconductor is:
In a pure semiconductor
When a p-n junction is reverse blased, its depletion region
Semiconductors have a ______ energy gap