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The depletion layer has a high resistance and acts as a dielectric on each side of which there are two unlike space charges, + Q R and — Q R, produced by the ionized atoms of the donor and acceptor impurities. Therefore, a p-n junction has a capacitance similar to that of a two-plate flat capacitor. It is called the junction capacitance. In the case of a. c. voltage, it is given by:
Cj = ∆QR /∆UR = , (3.2)
where Cj0 – the equilibrant value of junction capacitance and 0.3< n ≤0.5.
When the reverse voltage is raised, the depletion layer broadens, and Cj decreases. The manner in which Cj varies as a function of UR is shown by the plot in Fig. 3.2.
Fig. 3.2. Junction capacitance as a function of reverse bias voltage
When forward-biased, a p-n junction has what is known as the diffusion capacitance, Cdif, in addition to the junction capacitance. For each value of forward voltage there is a certain value for the two equal but unlike space charges, + Qdif and – Qdif, stored in the n- and p -regions owing to the diffusion of carriers across the junction. In the case of a. c. voltage, Cdif is the ratio of charge to potential difference:
Cdif = ∆Qdif / ∆UF = , (3.3)
where τ – a transition time for minority carrier from base.
The diffusion capacitance of a p-n junction is appreciably greater than its barrier capacitance, but there is no way of putting it to any use because it is shunted by the low forward resistance of the diode itself.
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