Formula for trans conductance
m is
m =
Formula for voltage gain A, A =
A =
m R L Given A = G G =
m R L G
m
G 2 =
G =
Formula for trans conductance
m is
m =
Formula for voltage gain A, A =
A =
m R L Given A = G G =
m R L G
m
G 2 =
G =
Current gain () : =
=
= 50 Voltage gain of the amplifier is A V =
= 50
= 2000
Electronic configuration of 6 C 6 C = 1s 2 , 2s 2 2p 2 The electronic configuration of 14 Si 14 Si = 1s 2 , 2s 2 2p 6 , 3s 2 3p 2 As they are away from Nucleus, so effect of nucleus is low for Si even for Sn and Pb are almost mettalic.
In the given graph, Region (I) – Cutoff region Region (II) – Active region Region (III) – Saturation region Using transistor as a switch it is used in cutoff region or saturation region.
Using transistor as a amplifier it is used in active region.
Here D 1 is in forward bias and D 2 is in reverse bias so, D 1 will conduct and D 2 will not conduct.
So, the current supplied by the battery is I =
= 0.5 A
The truth table is The logic circuit is OR gate.
Here, R C = 2 k
= 2 × 10 3
V 0 = 2 V, R B = 1 k
= 1 × 10 3
, = 100 The output voltage, across the load R C V 0 = I C R C = 2 The collector current (I C ) I C =
= 10 -3 A = 1 mA Current gain() =
= 100 I B =
=
= 10 -5 A Input voltage, V i = I B R B = (10 –5 A) (1 × 10 3
) = 10 –2 V = 10 mV
(n i ) 2 = n e × n h (1.5 × 10 16 ) 2 = n e (4.5 × 10 22 ) So n e = 5 × 10 9 Now n h = 4.5 × 10 22 n h
n e Hence, semiconductor is p-type and n e = 5 × 10 9 m –3
Voltage across 250 Ω resistance = 20 V – 15 V = 5 V Now current through 250
resistance: 5/250 = 20 mA If voltage across load resistance 1 k
is 15 V, then current through 1 kΩ is 15/1000 = 15 mA The current through the zener diode is = Current through 250
resistance – Current through 1 k
resistance. = 20 - 15 = 5 mA
p-n junction is said to be forward biased when p side is at high potential than n side. It is for circuit (A) and (C).