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TRANSFORMER-COUPLED
CLASS-A AMPLIFIER
ļ‚§ Power Diagram
ā€¢ The power distribution for a transformer coupled class-A
amplifier is shown in Fig. 60.23. Since load loss is zero, the
triangle A of Fig. 60.17 is nonexistent. Moreover, the load line
of Fig. 60.17 becomes a.c. load line in Fig. 60.23
Fig.60.23
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TRANSFORMER-COUPLED
CLASS-A AMPLIFIER
ļ‚§ Consequently, = . Area of triangle B equals that of
triangle C. Also, sum of A and B represents power delivered to
the transistor.
ļ‚§ It can be proved that maximum possible overall efficiency and
the maximum possible collector efficiency of a class-A amplifier
using an output transformer are both 50%. In general, overall
efficiency of a transformer-coupled class-A amplifier is given by
CEQ
V VCC
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TRANSFORMER-COUPLED
CLASS-A AMPLIFIER
ļ‚§ Proof
ā€¢ The conditions for the development of maximum ac power
are shown in Fig. 60.24. It must be kept in mind that here
Fig. 60.24
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TRANSFORMER-COUPLED
CLASS-A AMPLIFIER
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CLASS-B AMPLIFIER
ļ‚§ Biasing condition for class-B operation has been shown both on
current transfer characteristic and output characteristic for CE
configuration in Fig. 60.25.
ļ‚§ As seen, the transistor has been biased to cut-off. It remains FR-
biased for only half-cycle of the input signal. Hence, its
conduction angle is only 180Ā°. It is obvious that with zero signal,
its collector current is zero.
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CLASS-B AMPLIFIER
Fig. 60.25 6
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CLASS-B AMPLIFIER
ļ‚§ Since negative half-cycles are totally absent from the output,
the signal distortion is high as compared to class-A amplifiers.
ļ‚§ Since input voltage is large (upto ), voltage amplification
is reduced.
ļ‚§ Zero-signal input represents worst condition for class-A
amplifiers but best condition for class-B amplifiers.
ļ‚§ In class-B amplifiers, transistor dissipates more power with
increase in signal strength but opposite is the case in class-A
amplifiers.
CC
V
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CLASS-B AMPLIFIER
ļ‚§ Average current in class-B operation is less than in class-A,
hence power dissipated is less. Consequently, maximum circuit
(or overall) efficiency of a class-B amplifier is 78.5% when peak
signal makes (min) = 0. In general
ļ‚§ The half-sine wave type of collector current contains very
pronounced even harmonics (particularly the second one).
These impulses can be rendered useful either by employing
push-pull circuit or by using tuned amplifiers.
CE
V
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CLASS-B AMPLIFIER
ļ‚§ Power Relations for Class-B Operation
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CLASS-B AMPLIFIER
ļ‚§ Maximum Values : The operation for maximum signal input is
shown in Fig. 60.26
Fig. 60.26
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CLASS-B PUSH-PULL
AMPLIFIER
ļ‚§ It employs two identical transistors operating as a single-stage
of amplification. As shown in Fig. 60.27, the base of the two CE-
connected transistors have been connected to the opposite
ends of the secondary of the input transformer and
collectors to the opposite ends of the primary of the output
transformer .
ļ‚§ For getting a balanced circuit, the two emitters have been
returned to the centre tap of secondary and VCC connected
to the centre tap on the primary of . Since zero bias is
required for cut-off, the two bases have been earthed. A push-
pull amplifier is sometimes referred to as balanced amplifier.
1
T
2
T
1
T
2
T
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CLASS-B PUSH-PULL
AMPLIFIER
Fig. 60.27
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CLASS-B PUSH-PULL
AMPLIFIER
ļ‚§ Principle of Operation
ā€¢ In Fig. 60.28, the transfer characteristic of transistor B has
been plotted upside down with respect to that of A in order to
get the combined output.
Fig. 60.28
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CLASS-B PUSH-PULL
AMPLIFIER
ļ‚§ During the positive half-cycle of the signal, A is turned ON
because its base is driven positive.
ļ‚§ It draws collector current in the upward direction from .
Meanwhile, transistor B remains OFF because its base has
negative voltage. Hence, = 0. Obviously, one positive half-
cycle of the output signal appears across secondary load of
T.
ļ‚§ During negative half-cycle of the input signal, B conducts
whereas A remains OFF. Hence, is taken by B but = 0.
Now, negative output half-cycle is produced across because
is pulled down through secondary of .
C-1
I CC
V
C-2
I
L
R
C-2
I C-1
I
L
R
C-2
I
2
T
2
T
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CLASS-B PUSH-PULL
AMPLIFIER
ļ‚§ It is obvious that in the absence of input signal, neither A nor B
draws any collector current. Hence, there is no drain on VCC
battery.
ļ‚§ Advantages
ā€¢ It has high efficiency, theoretical limit being 78.5%. It is
primarily due to the fact that there is no power drawn by the
circuit under zero-signal condition.
ā€¢ Since in push-pull arrangement, 180Ā° phase difference exists
between even-order harmonics produced by each transistor,
they cancel out thereby giving an almost distortion-free
output. This automatic cancellation of all even-order
harmonics from the output current makes class-B push-pull
amplifiers highly desirable for communication sound
equipment.
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CLASS-B PUSH-PULL
AMPLIFIER
ļ‚§ This double-ended class-B amplifier provides practically four
times the power supplied by a single-ended amplifier provided
signal load resistance remains the same.
ļ‚§ The dc components of the two collector currents through the
two halves of the primary of flow in opposite directions so
that net dc magnetisation of the transformer core is almost nil.
ļ‚§ Hence, distortions due to the effect of dc magnetic saturation of
the transformer core are eliminated. Moreover, smaller size
core can be used due to very small net core flux.
ļ‚§ Uses
ā€¢ Class-B push-pull amplifiers are extensively used for audio
work in portable record players, as stereo amplifiers and in
high-fidelity radio receivers.
2
T
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CROSSOVER DISTORTION
ļ‚§ Crossover distortion occurs as a result of one transistor cutting
off before the other begins conducting. The effect is illustrated
in Fig. 60.29.
ļ‚§ The distortion so introduced is called crossover distortion
because it occurs during the time operation crosses over from
one transistor to the other in the push-pull amplifier.
ļ‚§ Crossover distortion can be eliminated by applying slight
forward bias to each emitter diode. It, in effect, means locating
the Q-point of each transistor slightly above cut-off as shown in
Fig. 60.30 so that each one operates for more than one half-
cycle. Strictly speaking, it results in class-AB operation because
each transistor may operate for about 200Ā° (instead of 180Ā°).
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CROSSOVER DISTORTION
Fig. 60.29
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CROSSOVER DISTORTION
Fig. 60.30
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POWER EFFICIENCY OF PUSH-
PULL AMPLIFIERS
ļ‚§ Consider the circuit shown in Fig. 60.31.
Fig. 60.31 20
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POWER EFFICIENCY OF PUSH-
PULL AMPLIFIERS
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POWER EFFICIENCY OF PUSH-
PULL AMPLIFIERS
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COMPLEMENTARY SYMMETRY PUSH-
PULL CLASS-B AMPLIFIER
ļ‚§ The push-pull amplifier suffers from two disadvantages :
ā€¢ It requires a bulky and expensive output transformer
ā€¢ It requires two out-of- phase input signals which necessitates
an input centre-tapped transformer or phase inverter. It
makes the driver circuitry quite complicated.
ļ‚§ The complementary symmetry amplifier eliminates these two
disadvantages while retaining the advantages of push-pull
configuration.
ļ‚§ An elementary complementary symmetry class-B push-pull
amplifier is diagrammed in Fig. 60.32. The two transistors are
complementary to each other and operate as emitter-follower
amplifiers. The input is capacitively-coupled whereas output is
direct-coupled.
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COMPLEMENTARY SYMMETRY PUSH-
PULL CLASS-B AMPLIFIER
Fig. 60.32
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COMPLEMENTARY SYMMETRY PUSH-
PULL CLASS-B AMPLIFIER
ļ‚§ With no input signal, neither transistor conducts and, therefore,
current through is zero.
ļ‚§ When input signal is positive-going, transistor A is biased into
conduction whereas B is driven into cut-off. When the signal is
negative-going. A is turned OFF while B conducts. Obviously,
this circuit is a push-pull amplifier because turning one
transistor ON turns the other OFF.
ļ‚§ The circuit possesses the essential characteristics of an emitter
follower i.e. unity voltage gain, no phase inversion and input
impedance much higher than output impedance.
ļ‚§ The circuit requires two dc supply batteries. Only one dc battery
would be enough if ā€˜totem-poleā€™ circuit configuration is used.
L
R
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CLASS-C AMPLIFIER
ļ‚§ In such amplifiers, the active device i.e. the transistor is biased
much beyond cut-off. Hence,
ā€¢ Output current flows only during a part of the possible half-
cycle of the input signal,
ā€¢ There is no output current flow during any part of the
negative half-cycle of the input signal,
ā€¢ Output signal has hardly any resemblance with the input
signal. It consists of short pulses only,
ā€¢ Class-C amplifiers have high circuit efficiency of about 85 to
90%.
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TUNED AMPLIFIER
ļ‚§ The gain of a transistor amplifier depends directly on the value
of its load impedance. Such a high impedance can be obtained
by using a high-Q tuned or resonant LC circuit as load (Fig.
60.33).
ļ‚§ The frequency response curve of the amplifier assumes the
same shape as the resonance curve of the tuned circuit. Non-
linear distortion is eliminated because of high selectivity of the
load impedance. Hence, output is nearly sinusodial.
ļ‚§ With the removal of distortion, high amplifier efficiency can be
achieved by operating the transistor in its nonlinear region
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TUNED AMPLIFIER
Fig.60.33
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DISTORTION IN AMPLIFIERS
ļ‚§ Non-linear distortion : This occurs when transistor operates in
the non-linear region of its characteristic.
ā€¢ When we visualize the signal in time domain, it is called
amplitude distortion or waveform distortion;
ā€¢ When we think of the signal in the frequency domain, it is
called harmonic distortion. This distortion occurs when input
signal is of one frequency, say, a pure sine wave.
ā€¢ Intermodulation (IM) distortionā€”when input signal has more
than one frequency (like speech )
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DISTORTION IN AMPLIFIERS
ļ‚§ Fig. 60.34 gives time-domain view of this distortion when it is
called amplitude distortion.
Fig. 60.34
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DISTORTION IN AMPLIFIERS
ļ‚§ The frequency-domain view of non-linear distortion is shown in
Fig. 60.35.
Fig. 60.35
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NOISE
ļ‚§ In general , it may be defined as any kind of unwanted signal
not derived from or related to the input signal. Just as distortion
is the limiting factor in the amplification of large signals, noise is
the limiting factor in the case of small signals.
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OTHER EXPRESSIONS FOR
POWER GAIN
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OTHER EXPRESSIONS FOR
POWER GAIN
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VOLTAGE AND CURRENT
LEVELS
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VARIATIONS IN AMPLIFIER
GAIN WITH FREQUENCY
ļ‚§ If the input voltage of an amplifier is kept constant but its
frequency is varied, it is found that the amplifier gain
ā€¢ Remains practically constant over a sizable range of mid-
frequencies,
ā€¢ Decreases at low as well as high frequencies.
ļ‚§ A typical frequency- versus-gain curve is shown in Fig. 60.43.
While analyzing this curve, three value of frequency are
important
ā€¢ Mid-frequency range
ā€¢ Lower cut-off frequency
ā€¢ Upper cut-off frequency
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VARIATIONS IN AMPLIFIER
GAIN WITH FREQUENCY
Fig. 60.36
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VARIATIONS IN AMPLIFIER
GAIN WITH FREQUENCY
ļ‚§ Where voltage gain of the amplifier decreases to 0.707 times
the mid-frequency gain i.e. to
ļ‚§ in terms of power, where power amplification of the amplifier
decreases to half its value at mid-frequencies
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VARIATIONS IN AMPLIFIER
GAIN WITH FREQUENCY
ļ‚§ In terms of decibels, where power gain falls by 3 dB. That is why
the two cut-off frequencies are referred to as
ā€¢ ā€“3 dB frequencies or
ā€¢ Down 3 dB frequencies or
ā€¢ 3 dB loss frequencies
ļ‚§ The points A and B in Fig. 60.43 are called 3-dB points or
(sometime) as minus 3 dB points.
ļ‚§ The cut-off frequencies are also called roll-off frequencies
because at these frequencies the amplifier gain starts rolling
down from its midband value or maximum value.
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VARIATIONS IN AMPLIFIER
GAIN WITH FREQUENCY
ļ‚§ The frequency span between these two cut-off frequencies is
called the pass band or bandwidth (BW) of the amplifier
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CAUSES OF AMPLIFIER GAIN
VARIATIONS
ļ‚§ The primary cause of gain variation in amplifiers is the presence
of capacitances, some of which are connected in series along
the signal path and some in parallel.
ļ‚§ The different types of external capacitances present in an
amplifier circuit are
ā€¢ Coupling and bypass capacitorsā€“usually of large capacitance
value, [Fig. 60.37 (a)].
ā€¢ Internal or inter-element capacitances of the transistor and
stray wiring capacitance [Fig. 60.37 (b)]
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CAUSES OF AMPLIFIER GAIN
VARIATIONS
Fig. 60.37
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CAUSES OF AMPLIFIER GAIN
VARIATIONS
ļ‚§ In summary
ā€¢ Series-connected coupling and bypass capacitors cause
decrease in amplifier gain at low frequencies.
ā€¢ Parallel-connected internal transistor capacitances and stray
wiring capacitances cause decrease in amplifier gain at high
frequencies.
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MILLER EFFECT
ļ‚§ According to this effect, when viewed from input base terminal
of the CE-connected transistor, the capacitance appears as
(1 + ) i.e. it is amplified by a factor of (1 + ). In fact,
Miller effect takes into account the feedback from the collector
to base and vice-versa due to
ļ‚§ When is applied to the transistorā€™s base in Fig. 60.44 (b), the
change in collector voltage is
bc
C
bc
C V
A
V
A
bc
C
i
V
i
V
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MILLER EFFECT
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CUT-OFF FREQUENCIES OF
CASCADED AMPLIFIERS
ļ‚§ Cascading of stages gives higher amplification but narrow
bandwidth because the product of the two remains almost
constant. The approximate values of composite lower and
upper cut-off frequencies of the cascaded amplifier having n
identical stages are
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TRANSISTOR CUT-OFF
FREQUENCIES
ļ‚§ Even if no external stray capacitances were present in an
amplifier, there would still be an upper limit on its frequency
response due to
ā€¢ Internal or inter element capacitances of the transistor and
ā€¢ Transit time of charge carriers across the transistor junctions
and through the semiconductor material.
ļ‚§ This limitation is expressed in terms of
ā€¢ Alpha cut-off frequency ( )
ā€¢ Beta cut-off frequency ( )
Ī±
f
Ī²
f
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TRANSISTOR CUT-OFF
FREQUENCIES
ļ‚§ Alpha Cut-off Frequency : The alpha cut-off frequency is
that high frequency at which the Ī± of a CB-connected transistor
becomes 0.707 of its low-frequency value (usually 1 kHz).
ļ‚§ Beta Cut-off Frequency : It is that high frequency at which the Ī²
of a CE-connected transistor drops to 0.707 of its low frequency
(1 kHz) value.
ļ‚§ The fT of a Transistor : It is another high-frequency
characteristic of a transistor. It is that high frequency of a CE-
connected transistor where its Ī² drops to unity i.e. Ī² = 1. This
frequency is much larger than but less than .
Ī±
f
Ī²
f Ī²
f
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TRANSISTOR CUT-OFF
FREQUENCIES
ļ‚§ Relation Between , and
ļ‚§ Gain-Bandwidth Product :As its name indicates, it is the
product of the gain and bandwidth of an amplifier. It is very
useful in comparing the performance capability of various
circuits .
ļ‚§ For any amplifier, gain-bandwidth product (GBP) is constant and
is equal to
Ī±
f Ī²
f
T
f
T
f
49

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