Semiconductor Physics

Metal Semiconductor Junctions

Metal Semiconductor Junctions: Metal semiconductor junctions are very common in all semiconductor devices and are very important. Depending upon the doping concentration, materials, and the characteristics of the interface, the metal semiconductor junctions can act as either an ohmic contact or as a Schottky barrier. Structure of Metal Semiconductor Junctions: A metal-semiconductor junction, as its

Metal Semiconductor Junctions Read More »

Zero bias PN junction

Zero bias PN junction: Zero bias PN junction – Here we will examine the properties of the step junction in thermal equilibrium, where no currents exist and no external excitation is applied. We will determine built-in potential barrier through the depletion or space-charge region, electric field and width of the space-charge region. Built-in Potential Barrier:

Zero bias PN junction Read More »

Space Charge Region at a Junction

Space Charge Region at a Junction: As explained already, the interface separating the N and P-regions is called the metallurgical junction. Let us consider a step junction in which the doping concentration is uniform in each region but there is an abrupt change in doping at the junction. Initially, at the metallurgical junction, there is

Space Charge Region at a Junction Read More »

Charge Neutrality Equation in Semiconductor

Charge Neutrality Equation in Semiconductor: The semiconductor crystal is electrically neutral under thermal equilibrium conditions. The electrons are distributed among the different energy states, producing both negative and positive charges but the net charge density is zero. This charge neutrality condition is used for determination of the thermal-equilibrium electron and the hole concentrations as a

Charge Neutrality Equation in Semiconductor Read More »

Continuity Equation in Semiconductor

Continuity Equation in Semiconductor: The Continuity Equation in Semiconductor states a condition of dynamic equilibrium for the concentration of mobile carriers in any elementary volume of the semiconductor. In Fig. 6.21 we have seen that on disturbing the equilibrium concentrations of carriers (electrons and holes) in a semiconductor, the concentrations of holes or electrons vary

Continuity Equation in Semiconductor Read More »

Carrier Lifetime in Semiconductor

Carrier Lifetime in Semiconductor: As already explained, in an extrinsic semiconductor the number of holes is equal to the number of free electrons. Due to thermal agitation, new electron-hole pairs are continually generated while other electron-hole pairs disappear as a result of recombination i.e., free electrons falling into empty covalent bonds. On an average, a

Carrier Lifetime in Semiconductor Read More »

Scroll to Top