Calculating Efficiency, Transport Factor, and Gain of PNP Transistor, Assignments of Physics of semiconductor devices

The solution to calculate the emitter efficiency, base transport factor, and current gain of a pnp bipolar transistor with given doping concentrations, quasi-neutral region widths, and minority carrier lifetimes. Assuming no recombination in the depletion region and using given values of mobility and minority carrier lifetime, the formulas are applied to find the emitter efficiency, base transport factor, and current gain in forward active mode.

Typology: Assignments

Pre 2010

Uploaded on 02/10/2009

koofers-user-d1a
koofers-user-d1a 🇺🇸

5

(1)

10 documents

1 / 1

Toggle sidebar

This page cannot be seen from the preview

Don't miss anything!

bg1
Example 5.2 Consider a pnp bipolar transistor with emitter doping of 1018 cm-3
and base doping of 1017 cm-3. The quasi-neutral region width in
the emitter is 1 µm and 0.2 µm in the base. Use µn = 1000 cm2/V-s
and µp = 300 cm2/V-s . The minority carrier lifetime in the base is
10 ns.
Calculate the emitter efficiency, the base transport factor, and the
current gain of the transistor biased in the forward active mode.
Assume there is no recombination in the depletion region.
Solution The emitter efficiency is obtained from:
994.0
1
1
'
,
'
,
=
+
=
EEBn
BBEp
E
wND
wND
γ
The base transport factor equals:
9992.0
2
1,
2
'== nBn
B
TD
w
τ
α
The current gain then becomes:
5.147
1
=
=
α
α
β
where the transport factor, α, was calculated as the product of the
emitter efficiency and the base transport factor: 993.09992.0994.0=×== TEαγα

Partial preview of the text

Download Calculating Efficiency, Transport Factor, and Gain of PNP Transistor and more Assignments Physics of semiconductor devices in PDF only on Docsity!

Example 5.2 Consider a pnp bipolar transistor with emitter doping of 10^18 cm- and base doping of 10^17 cm-3. The quasi-neutral region width in the emitter is 1 μm and 0.2 μm in the base. Use μn = 1000 cm^2 /V-s and μp = 300 cm^2 /V-s. The minority carrier lifetime in the base is 10 ns. Calculate the emitter efficiency, the base transport factor, and the current gain of the transistor biased in the forward active mode. Assume there is no recombination in the depletion region. Solution The emitter efficiency is obtained from:

  1. 994

1

' ,

' ,

nB E E

pE B B

E

D N w

D N w

γ

The base transport factor equals:

,

'^2 = − = nB n

B T D

w τ

α

The current gain then becomes:

  1. 5 1

α

α β

where the transport factor, α , was calculated as the product of the emitter efficiency and the base transport factor: α = γE αT = 0. 994 × 0. 9992 = 0. 993