AMIETE – ET (OLD SCHEME)
NOTE: There are 9 Questions in all.
· Question 1 is compulsory and
carries 20 marks. Answer to Q.1 must be written in the space provided for it in
the answer book supplied and nowhere else.
· Out of the remaining EIGHT
Questions answer any FIVE Questions. Each question carries 16 marks.
· Any required data not
explicitly given, may be suitably assumed and stated.
Q.1 Choose
the correct or the best alternative in the following: (210)
a. In a PNP transistor, the
saturation current is due to the flow of
(A) electrons from collector to base.
(B)
holes from collector to base.
(C) electrons from emitter to base.
(D) holes from emitter to base.
b. Fermi level in an intrinsic semiconductor lies
(A)
In
the middle of the conduction band.
(B) closer to valence band than conduction band.
(C) in the middle of the forbidden band.
(D) closer to conduction band than valence band.
c. Gallium arsenide belongs to the following group:
(A) II-VI (B) III-V
(C) III-IV (D) II-III
d. Mobile electrons are found in
(A)
Conduction band. (B)
valence band.
(C) below the valence band. (D) in the band gap.
e. Zener break-down depends on
(A) Electric
field created across the depletion region.
(B) Velocity
of the carriers.
(C)
Number
of donor ions.
(D)
Number
of acceptor ions.
f. Solar cell is a type of
(A) photoconductive device. (B) photoemissive device.
(C) photovoltaic device. (D) electromotive
device.
g. p-n junctions are classified as abrupt junctions and linearly graded junctions based on
(A)
depletion
layer width. (B) build-in potential.
(C) doping concentration qradient. (D) break-down voltage.
h. A transistor works as a switch between
(A) cut-off and saturation region. (B) active and saturation region.
(C) cut-off and active region. (D) none of these
i. Storage time in a transistor occurs when it is operating in
(A) active region. (B) cut-off region.
(C) saturation region. (D)
either active or saturation
region.
j. A Light Emitting Diode (LED) is a
(A) display device. (B) storing device.
(C) zener diode. (D) voltage
regulator.
Answer
any FIVE Questions out of EIGHT Questions.
Each
question carries 16 marks.
Q.2 a. With the help of energy band diagram,
properly labelled, discuss briefly a metal to n-type semiconductor contact, both
for a rectifying and an ohmic contact. Why do same semiconducting specimens
form a rectifying contact regardless of the metal used? (8)
b. What is the
donor concentration in n-type germanium of 1 ohm cm resistivity at ? The mobility of
germanium is 3900 . (8)
Q.3 a. Prove that the ‘Fermi level’ lies
approximately at the centre of the energy gap at room temperature in the case
of an intrinsic semiconductor. (8)
b. Explain the
construction of a varactor diode. Give
important applications of this diode. (8)
Q.4 a. Outline an experimental set-up with necessary
precautions for determining Hall coefficient, Hall angle and Hall mobility in a
given semiconducting specimen. Establish
the relations used. (8)
b. Explain the formation of domains in a Gunn
diode. (8)
Q.5 a. Explain
degeneracy in semiconductors. How is it
linked with Tunnel diode? Write
principle of operation and applications of this diode. (8)
b. Describe the principle of working of LED. What are the merits of LEDs? (8)
Q.6 a. What is an integrated circuit (IC)? Discuss the relative advantages and disadvantages of ICs over discrete assembly. How will you make a monolithic IC? (8)
b. Explain the phenomenon called “Early Effect”. (8)
Q.7 a. Distinguish between depletion mode and
enhancement mode MOSFETs. Explain the
mechanism that leads to channel ‘pinch off’ at higher drain-source voltage
drop. (8)
b. Discuss in brief the basic principle and
applications of change transfer devices. (8)
Q.8 a. Consider an abrupt p-n junction solar cell
with uniformly doped n-and p-regions.
Draw the energy band diagram of the illuminated cell under
(i) the short circuit condition
(ii) the open circuit condition. (8)
b. Explain the
working of an IMPATT diode. What are the
applications of this diode? (8)
Q.9 a. Electrons in n-type germanium have a mobility
of at room temperature.
Assume that the effective mass of an electron in the conduction band is m, where m is the mass of a free electron, calculate the time
between collisions with the lattice. (8)
b. What are
semiconductor lasers? How do they
provide a portable and easily controlled source of low-power coherent
radiation? (8)