1. Class A Power Amplifiers
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Transformer Coupled Class A Output
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ZP =
ZLS (NP/NS)2
The apparent impedance of the primary winding (ZP) will be the actual impedance of the loudspeaker
(ZLS)
multiplied by the square of the turns ratio. Although the impedance of the
transformer primary winding is high, its DC resistance (at 0Hz) is practically
zero ohms. Therefore while a class A voltage amplifier might be expected to
have a collector voltage of about half supply, a class A power amplifier will
have a DC collector voltage approximately equal to the supply voltage (+12V in
Fig. 5.2.2) and because of the transformer action, this allows a voltage swing
of 12V above and below the DC collector voltage, making a maximum peak to peak
signal voltage (Vpp)
available of 24V. With no signal, the quiescent collector current of the
(medium power) output transistor may typically be about 50mA. When a signal is
applied, the collector current will vary substantially above and below this
level. Class A power amplifiers, using the relatively linear part of the
transistors characteristics are less subject to distortion than other bias
classes used in power amplifiers, and although their inferior efficiency
improves when output transformers are used, the introduction of a transformer
can itself produce additional distortion. This can be minimised by restricting
amplitude of the signal so as to utilise less than the full power of the
amplifier, but even under optimum conditions the efficiency of class A presents
problems. With substantially less than 50% of the power consumed from the supply
going into the signal power supplied to the loudspeaker, the wasted power is
simply produced as heat, mainly in the output transistor(s). In large high
power amplifiers class A is not practical. For example an amplifier used to
produce 200W to a large loudspeaker system would need a 400W amplifier
producing at its most efficient, 200W of wasted heat that must be dissipated by
very large transistors and even larger heat-sinks if overheating, and
subsequent component failure is to be avoided. Class A output stages are
therefore used mainly in low to medium power output stages of 1 to 2 watt and
below, such as domestic radio or TV receivers and headphone amplifiers.
In amplifiers
using class B bias, illustrated in figure there is no standing bias
current (the quiescent current is zero) and therefore the transistor conducts
for only half of each cycle of the signal waveform. This dramatically increases
efficiency, compared with class A. Theoretically nearly 80% efficiency can be
achieved with this bias and in practical circuits, efficiencies of 50% to 60%
are possible.
The downside for this increased efficiency is that the transistor only amplifies half the waveform, therefore producing severe distortion. However, if the other half of the waveform can be obtained in some other way without too much distortion, then class B amplifiers can be used to drive most types of output device. The aim is to obtain a good power gain with as much of the energy consumed from the power supply going into the load as possible. This should be as consistent with reasonable linearity (lack of distortion), as possible. Power output stages do however produce more distortion than do voltage or current amplifiers.
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Crossover Distortion
The main problem with
class B push pull output stages is that each transistor conducts for NOT QUITE
half a cycle. As shown in Fig. 5.3.4 distortion occurs on each cycle of the
signal waveform as the input signal waveform passes through zero volts. Because
the transistors have no base bias, they do not actually begin to conduct until
their base/emitter voltage has risen to about 0.6V. As a result, there is a
‘Dead Zone’ of about 1.2 V around the zero volts line (between -0.6V and +0.6V)
where the signal waveform is not amplified, causing a "missing"
section from the output signal, resulting in unwanted
distortion during the "crossover" from one transistor to the other.
The
effect of this distortion on the output depends to some degree on the amplitude
of the output signal, the larger the amplitude the less significant the missing
1.2 volts becomes. Also the distortion will be less severe at high frequencies
where the rate of change of the wave, as it passes through zero is much faster,
causing a shorter ‘step’ in the waveform. The large and varying current drawn
by a powerful class B amplifier also puts considerable extra demand on the DC
power supply and as the current drawn varies with the amount of signal applied,
the smoothing capabilities of the power supply must be efficient enough to
prevent this varying current from creating voltage changes at audio frequencies
on the power supply lines. If these are not adequately removed, unintended
audio feedback into earlier amplifier stages can occur and cause problems with
instability. This extra demand on power supply complexity adds to the cost of
class B power amplifiers. Crossover distortion is more of a problem in low and
medium power class B amplifiers and the method used to eliminate it, is to use
a class B amplifier that has some bias (and quiescent current) added so that
the output transistors are conducting continually, and so avoiding the ‘dead
zone’ of class B. As this method has some properties of both class A and class
B it is called Class AB.
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Matching of current gain and
temperature characteristics of complementary (NPN/PNP) transistors however, is
more difficult than with just the single transistor type as used in class B
operation. Also with no emitter resistors, due to the use of emitter follower mode,
temperature stability is more difficult to maintain. Class AB therefore, can
have a greater tendency towards thermal runaway. The figure illustrates the method of
applying the class AB bias to a complementary pair of transistors. The two
resistors R1 and R2 apply voltages to the output transistor bases so that Trl
(NPN) base is about 0.6V more positive than its emitter, and Tr2 (PNP) base is
about 0.6V more negative than its emitter, which is at half of VCC.
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5. Class D Power Amplifiers
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Pulse Width Modulation
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The figure illustrates how the audio signal is converted into a ‘pulse width modulated’
form using a comparator, which compares the audio signal, made up of relatively
low frequency sine waves, with a much higher frequency triangular waveform. The
output of the comparator switches to a high level if the instantaneous voltage
of the triangular wave is higher than that of the audio wave, or to a low level
if it is lower.The comparator output therefore consists of a series of pulses
whose widths vary in relation to the instantaneous voltage of the sine wave. The
average level of the PWM signal has the same shape (though inverted in this
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