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Quasi-Fermi Levels The equilibrium EF is split into the quasi-Fermi

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Presentation on theme: "Quasi-Fermi Levels The equilibrium EF is split into the quasi-Fermi"— Presentation transcript:

1 Quasi-Fermi Levels The equilibrium EF is split into the quasi-Fermi levels, Fn, Fp Fn-Fp=qVf In forward bias in the depletion region Quasi-Fermi levels are more or less flat within the depletion region, why?

2 Figure 5—15 Forward-biased junction: (a) minority carrier distributions on the two sides of the transition region and definitions of distances xn and xp measured from the transition region edges; (b) variation of the quasi-Fermi levels with position.

3 Another Way of Calculating the Total Current
consider the injected current as supplying the carriers for the excess distributions For example, Ip (xn=0) must supply enough holes per second to maintain the steady state exponential distribution p(xn) as the holes recombine The total positive charge stored in the excess carrier distribution at any instant of time is The average lifetime of a hole in the n-type material is p. Thus, on the average, the entire charge distribution recombines and must be replenished every p seconds.  charge control approximation

4 In Summary We can calculate the current at a p-n junction in two ways: From the slopes of the excess minority carrier distribution at the two edges of the transition region b) From the steady state charge stored in each distribution Assumptions: no recombination within W Signs of different current components !

5 Figure 5—16 Two methods for calculating junction current from the excess minority carrier distributions: (a) diffusion currents at the edges of the transition region; (b) charge in the distributions divided by the minority carrier lifetimes; (c) the diode equation.

6 Majority Carrier Currents in the Two Neutral Regions
Since the total current I must be constant throughout the device, the majority carrier component of the current at any point is just the difference between I and the minority component The nature of the majority current at any point? (The drift of minority carriers can be neglected in the neutral regions outside W)

7 Figure 5—17 Electron and hole components of current in a forward-biased p-n junction. In this example, we have a higher injected minority hole current on the n-side than electron current on the p side because we have a lower n doping than p doping.

8 5.3.3 Reverse Bias V=-Vr (p negatively biased with respect to n) minority carrier extraction (the reverse-bias depletion of minority carriers near the edge of the transition region Quasi-Fermi levels in reverse bias

9 Figure 5—18 Reverse-biased p-n junction: (a) minority carrier distributions near the reverse-biased junction; (b) variation of the quasi-Fermi levels.


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