From: "Saved by Internet Explorer 11"
Subject: The Class-A Amplifier Site - JLH Class-AB Amplifier
Date: Thu, 23 Jan 2014 14:10:58 -0800
MIME-Version: 1.0
Content-Type: multipart/related;
type="text/html";
boundary="----=_NextPart_000_006F_01CF1844.F0641F90"
X-MimeOLE: Produced By Microsoft MimeOLE V6.1.7601.17609
This is a multi-part message in MIME format.
------=_NextPart_000_006F_01CF1844.F0641F90
Content-Type: text/html;
charset="Windows-1252"
Content-Transfer-Encoding: quoted-printable
Content-Location: http://sound.au.com/tcaas/jlhab1.htm
The Class-A Amplifier =
Site
This
page was last updated on 20 July 2001
[=20
Back ]
Class Distinction in Audio =
Amplifiers
A discussion of design problems and how to =
overcome=20
them
by J. L. Linsley =
Hood=20
(1)
(Wireless World, June =
1970)
Since the publication of "Simple Class A Amplifier" the author has =
received=20
numerous letters asking whether it would be feasible to increase the =
power=20
output to 15W, or even 20W, to provide a greater reserve for use with
inefficient loudspeaker systems.
Whilst it would be possible, the problems associated with increased =
heat
dissipation and the provision of suitable power supplies makes this
unattractive. In view of the low average power required for normal =
listening,
the question inevitably arose whether it would be practicable to design =
an
output stage which would operate in class A with an inherently low =
level of
high order distortion up to a watt or two, but progress further into =
class B
operation if and when higher powers were momentarily demanded.
There are, unfortunately, a number of snags with the class B =
operation of
transistor output stages, to which the answers are not fully known.
It was pointed out some years ago, by Bailey (2) and others, that the use =
of quasi=20
complementary symmetry in such output stages led to an increase in =
high-order=20
harmonic distortion, associated with the non-linearities in the =
crossover=20
characteristics at low volume levels, and although the level of total =
harmonic=20
distortion at maximum power output could be quite low, the distortion =
content at=20
typical listening levels could be many times greater than this, and =
would also=20
be of an audibly objectionable type.
A number of schemes have been proposed to overcome this problem, =
including
the use of full complementary symmetry (2 3 =
4), and=20
various methods of ensuring that there are an equivalent number of =
forward=20
biased junctions in each limb have been described (5 6),=20
including the ingenious semi-complementary triples arrangement used in =
the=20
"Quad" amplifier (7).
However, in the author's experience, some class B transistor =
amplifiers -
including those employing full symmetry, which is presumed to eliminate =
the
major fundamental snags of this type of operation - having an =
impeccable
performance on paper, did not have the tonal quality which had been =
expected.
Since harmonic distortion at both high and low power levels had been =
found to
be well below the level at which audible effects might reasonably be =
expected
in some of the designs tested, it seemed more probable that the audible
ill-effects were due either to transient instabilities associated with
loudspeaker loads -perhaps related to changes in the reactance of the
base-emitter junction at the current cut-off point - or to =
high-frequency
crossover type distortion arising from hole-storage effects. =
Hole-storage
depends on the presence of holes produced when current flows in a =
semiconductor
- even though the current is due to majority carriers (electron flow). =
The
greater the current the greater the number of holes and the worse the =
problems
of hole storage.
Hole-storage phenomena
The expected result of hole storage in the base region of a =
transistor,
following the attempted termination of a high emitter collector =
current, is
that the transistor remains in a conducting state after the forward =
base bias
has been removed. This has the effect, amongst other things, that the =
normal
crossover discontinuity shown in Fig. 1(a) becomes displaced from the =
mid-point
of the transfer waveform as the frequency is increased, as shown in =
Fig.=20
1(b).
These waveforms were generated in a simple complementary pair
emitter-follower circuit, without additional negative feedback, driving =
a
resistive load. (In order to assist its display the crossover effect =
was
deliberately exaggerated by the use of an inadequate quiescent =
current.)
Provided that the peak currents flowing through the transistors are =
small, this
effect is innocuous. However, if the peak currents are increased, by =
reducing
the load resistance, the crossover waveform rapidly deteriorates as =
shown in
Fig. 1(c), and increasing the forward bias to give a more suitable =
quiescent
current has little effect in removing this prominent notch, until the =
forward
bias is almost equivalent to that of class A operation.
It is known from experience that these effects can be minimized by =
the use of=20
transistors with good high-frequency characteristics and low-impedance
base-emitter return paths. A low-impedance driver stage will also be =
effective
provided that it does not become cut off (as in the case of the =
Darlington
pair) when the input signal reverses polarity.
The effect of reducing the driver circuit impedance from 2000ohm to =
100ohm is=20
shown in Fig. 1(d).
The lack of effective symmetry between the upper n-p-n device and the =
lower
p-n-p is also shown in Fig. 1(c). This effective asymmetry is reduced =
if the
source impedance is reduced.
Fig. 1. Crossover =
distortion in=20
a class B stage employing transistors with an fT=20
of about 2MHz. (a) Low frequency sine wave at 10mA. (b) High frequency =
sine wave=20
showing the effect of hole storage on the crossover discontinuity under =
light=20
load conditions. (c) Influence of hole storage and n-p-n/p-n-p asymmetry =
under=20
high current conditions at 200kHz. (d) Improvement of conditions in (c) =
by=20
reducing source impedance.
It was noted that this effect did not become apparent, even under =
high
emitter current conditions, until the operating frequency approached =
0.05=20
fT. At 0.1 fT, the problem was severe and this =
argues that=20
the occurrence of high transient currents - which may =
arise =20
with certain loudspeaker systems - and high driver stage =
output=20
impedances, is most undesirable unless the highest frequency components =
of the=20
waveform are low in relation to the transition frequency of the output=20
transistors. With the availability of power transistors having =
transition=20
frequencies of the order of 4MHz (such as the MJ480/490 series) it is =
unlikely=20
that hole-storage phenomena will be troublesome at the rates-of-change =
of signal=20
voltage likely to be encountered in audio amplifier practice so long as =
the=20
driver stage does not leave the output transistor base open-circuited on =
cut-off. However, the use of a driver output, or base circuit, impedance =
not in=20
excess of a few hundred ohms appears prudent. With earlier designs using =
germanium diffused junction power output transistors, which usually have =
very=20
poor h.f. performance, this problem could be important, and Dinsdale has =
referred to a "subjective audible improvement" resulting from the =
replacement of=20
low transition frequency output transistors with types having better =
h.f.=20
characteristics.
Transient instabilities on loudspeaker loads
Phase-angle measurements made with a variable frequency sine wave =
input, from=20
a high impedance source, reveal that even a simple single-unit =
loudspeaker can=20
present quite complex characteristics. The reactance - which is normally
inductive - changes rapidly, and sometimes even becomes capacitive, at
frequencies in proximity to cone and structure resonances.
In general, the characteristics of most of the common designs of =
transistor
power amplifiers are such that instability problems do not arise with =
inductive
loads, and the inclusion of a small choke, of a few microhenries =
inductance, in
the speaker output lead is a well known technique for avoiding =
instabilities
under adverse load conditions. However, capacitive loads can frequently =
impair
the stability margins of the feedback loop, and it is in this respect =
that
the reactive characteristics of the loudspeaker load are most =
significant
Since it was suspected that the region of the output waveform where =
this might
arise most readily was that at which the output transistors were being =
driven
from the conducting to the cut-off state, an input waveform which =
provided a
transient of controllable steepness (by varying the input amplitude), =
but
arrested at the mid-point, was provided by the circuit of Fig. 2.
Fig. 2. Circuit for =
generating=20
the test waveform shown in Fig.3.
The waveform generated by this device is shown in Fig. 3 and the =
result of
introducing such a waveform into an amplifier of poor stability =
margins,
coupled to a resistive load shunted by an appropriate value of =
capacitance is
shown in Fig. 4(a). (The broadening of the oscilloscope trace in the =
horizontal
regions at the mid-point of the waveform was due to inadequately =
recorded h.s.
oscillation.)
Fig. 3. Test =
waveform for
providing arrested transient input.
The output waveform obtainable from a design with better stability =
margins
and improved bandwidth is shown in Fig. 4(b). In both cases the =
magnitude of
the input signal was adjusted so that clipping occurred on both =
negative- and
positive-going peaks.
Since the h.f. instability shown in Fig. 4(a) - which did not occur =
in the
absence of a large input signal, and which required a particular range =
of shunt
capacitance to provoke it at all - also occurred on parts of the =
waveform
preceding the arrested transient, it was concluded that the change in =
reactance
of the base-emitter junction at cut-off or switch-on, was not a major =
cause of
the transient induced instability observed in this particular =
design.
Fig. 4. Amplifier =
performance
using 10kHz test waveform. (a) Response of amplifier showing inadequate =
stability with reactive load. (b) Response of improved amplifier with =
reactive=20
load.
Square-wave performance and tonal quality
In view of the fact that a loudspeaker system can present a reactive =
load, of=20
a type which is found in certain circumstances to cause signal induced
instability, and since this instability could be provoked by a =
square-wave
input into an amplifier with a suitable reactive load, a series of =
tests and
comparative listening trials was conducted to determine whether there =
was any
audible relationship between the two. In the event, it was found, =
beyond doubt,
that an amplifier system which did not show any sign of instability =
over the
range of load shunt capacitances up to, say, 0.33uF had a better tonal =
quality
on even a simple loudspeaker system than one in which some shunt =
capacitor
value could cause h.f. oscillation. Moreover, in a more complex =
loudspeaker
system, with a crossover network and high-frequency capacitively =
coupled
"tweeter", it was possible to hear the difference between systems which =
would,=20
in the lab., with some RCload combination, give a square-wave =
response=20
such as that of Fig. 5(a) and those which had a response like that shown =
in Fig.=20
5(b). No positive distinction could be drawn in listening trials between =
a=20
system giving a waveform such as Fig. 5(b) and one in which a =
square-wave input=20
could produce a single overshoot "spike".
Since the frequency of the "ring" waveform in Fig. 5(a) is well =
beyond the=20
upper limits of the audible spectrum, it is clear that it is not this of =
itself=20
which produces the undesired sound quality, but rather that this type of =
behaviour is symptomatic of a different and more objectionable effect =
when the=20
amplifier is used with a loudspeaker load.
Fig. 5. Amplifier =
response=20
driving a reactive load (15ohm, 0.47uF) with a 10kHz =
square wave.=20
(a) The ringing =
gives evidence=20
of instability. (b) No transient ring indicates better =
stability.
The conclusions which have been drawn from this series of experiments =
are
these: (1) that it is desirable to employ output power transistors in =
which the
transition frequency is at least ten times higher than the highest =
signal
frequency component which is passed to the amplifier from preceding =
stages; (2)
that it is preferable to drive the output transistors from a source =
which has a
low impedance over the whole signal voltage swing, or at least to =
provide a
reasonably low-resistance base-emitter current path; and (3) that the
phase/frequency characteristics of the feedback loop should be such =
that a
square-wave output devoid of overshoots is obtained when the amplifier =
is bench
tested with a wide range of shunt capacitance values in an =
RCdummy load.=20
This latter requirement probably implies either a fairly limited number =
of=20
stages within the feedback loop or a relatively restricted h.f. =
bandwidth.
When these requirements had been met, and when the harmonic =
distortion levels=20
over the range 40mW up to the maximum rated power output were of a =
suitably low=20
level, there was no audible difference, in the most careful listening =
trials,=20
between several different designs. However, it is difficult in class B =
systems=20
to obtain the desired low level of harmonic distortion at low signal =
levels=20
without the use of substantial amounts of negative feedback, and this =
leads to a=20
worsening of the amplifier response to signals containing =
transients.
The use of a class AB system, if the problems in maintaining the =
correct
forward bias level can be solved satisfactorily, should facilitate the
attainment of these desired standards, particularly if the h.f.
negative-feedback loop can be made fairly simple.
Next month full details will be given of a 15-20W class AB amplifier =
with the=20
following characteristics:-
Power output: 15W into 15ohm, or 18W into 8ohm (20W with =
modified
output circuit component values.)
Bandwidth: 10Hz-100kHz +/- 0.5dB at 2V output; 20Hz-50kHz +/- =
1.0dB at=20
maximum power output.
Output impedance: 0.03ohm (at 1kHz).
Total harmonic distortion: 0.02% at 15W/15ohm or 18W/8ohm; =
less than
0.02% at all power levels below maximum output.
Intermodulatlon distortion: Less than 0.1% at 10W (12.3V =
r.m.s. into
15ohm) and 70Hz, and at 1V r.m.s. at 10kHz.
Square-wave transfer distortion: Less than 0.2% at 10kHz.
REFERENCES
1. Linsley Hood, J. L., "Simple Class A Amplifier", Wireless =
World,=20
April 1969.
2. Bailey, A. R., "30-watt High Fidelity Amplifier", Wireless =
World,=20
May 1968.
3. Williamson, R., Hi-Fi News,Feb.1969, pp. 320-329.
4. Hardcastle, I., and Lane, B., "Low-cost 15-W Amplifier", =
Wireless=20
World, Oct. 1969.
5. Shaw, I. M., "Quasi-complementary Output Stage =
Modification",
Wireless World, June 1969.
6. Baxandall, P. J., "Letters to the Editor", Wireless World,
Sept.1969.
7. "Low Distortion Class B Output", Wireless World,April
1968.
[=20
Back ]
HISTORY:=20
Page created 20/07/2001
------=_NextPart_000_006F_01CF1844.F0641F90
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-Location: http://sound.au.com/tcaas/jlhab1fig1.gif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------=_NextPart_000_006F_01CF1844.F0641F90
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-Location: http://sound.au.com/tcaas/jlhab1fig2.gif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------=_NextPart_000_006F_01CF1844.F0641F90
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-Location: http://sound.au.com/tcaas/jlhab1fig3.gif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------=_NextPart_000_006F_01CF1844.F0641F90
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-Location: http://sound.au.com/tcaas/jlhab1fig4a.gif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------=_NextPart_000_006F_01CF1844.F0641F90
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-Location: http://sound.au.com/tcaas/jlhab1fig4b.gif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------=_NextPart_000_006F_01CF1844.F0641F90
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-Location: http://sound.au.com/tcaas/jlhab1fig5a.gif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------=_NextPart_000_006F_01CF1844.F0641F90
Content-Type: image/gif
Content-Transfer-Encoding: base64
Content-Location: http://sound.au.com/tcaas/jlhab1fig5b.gif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==
------=_NextPart_000_006F_01CF1844.F0641F90
Content-Type: image/jpeg
Content-Transfer-Encoding: base64
Content-Location: http://sound.au.com/tcaas/slate.jpg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=
------=_NextPart_000_006F_01CF1844.F0641F90
Content-Type: text/css;
charset="iso-8859-1"
Content-Transfer-Encoding: quoted-printable
Content-Location: http://sound.au.com/tcaas/class-a.css
p.MsoNormal {
margin: 0cm 0cm 0pt; text-align: left; font-family: Arial; font-size: =
11pt;
}
li.MsoNormal {
margin: 0cm 0cm 0pt; text-align: left; font-family: Arial; font-size: =
11pt;
}
div.MsoNormal {
margin: 0cm 0cm 0pt; text-align: left; font-family: Arial; font-size: =
11pt;
}
h1 {
margin: 0cm 0cm 0pt; text-align: left; font-family: Arial; font-size: =
14pt; font-weight: bold; page-break-after: avoid;
}
h2 {
margin: 0cm 0cm 0pt; text-align: left; text-indent: 36pt; font-family: =
Arial; font-size: 11pt; font-weight: bold; page-break-after: avoid;
}
h3 {
margin: 0cm 0cm 0pt; text-align: left; text-indent: 36pt; font-family: =
Arial; font-size: 16pt; font-weight: bold; page-break-after: avoid;
}
h4 {
margin: 0cm 0cm 0pt 27.5pt; text-align: left; font-family: Arial; =
font-size: 11pt; font-weight: bold; page-break-after: avoid;
}
h5 {
margin: 0cm 1cm 0pt 0cm; text-align: left; font-family: Arial; =
font-size: 11pt; font-weight: bold; page-break-after: avoid;
}
h6 {
margin: 0cm 1cm 0pt 0cm; text-align: left; font-family: Arial; =
font-size: 10pt; font-weight: normal; text-decoration: underline; =
page-break-after: avoid;
}
p.MsoHeading7 {
margin: 0cm -5.4pt 0pt; text-align: left; font-family: Arial; =
font-size: 10pt; text-decoration: underline; page-break-after: avoid;
}
li.MsoHeading7 {
margin: 0cm -5.4pt 0pt; text-align: left; font-family: Arial; =
font-size: 10pt; text-decoration: underline; page-break-after: avoid;
}
div.MsoHeading7 {
margin: 0cm -5.4pt 0pt; text-align: left; font-family: Arial; =
font-size: 10pt; text-decoration: underline; page-break-after: avoid;
}
p.MsoHeading8 {
margin: 0cm -5.4pt 0pt; text-align: left; font-family: Arial; =
font-size: 11pt; font-weight: bold; page-break-after: avoid;
}
li.MsoHeading8 {
margin: 0cm -5.4pt 0pt; text-align: left; font-family: Arial; =
font-size: 11pt; font-weight: bold; page-break-after: avoid;
}
div.MsoHeading8 {
margin: 0cm -5.4pt 0pt; text-align: left; font-family: Arial; =
font-size: 11pt; font-weight: bold; page-break-after: avoid;
}
p.MsoHeading9 {
margin: 0cm -4.85pt 0pt -5.4pt; text-align: center; color: red; =
font-family: Arial; font-size: 10pt; font-weight: bold; =
page-break-after: avoid;
}
li.MsoHeading9 {
margin: 0cm -4.85pt 0pt -5.4pt; text-align: center; color: red; =
font-family: Arial; font-size: 10pt; font-weight: bold; =
page-break-after: avoid;
}
div.MsoHeading9 {
margin: 0cm -4.85pt 0pt -5.4pt; text-align: center; color: red; =
font-family: Arial; font-size: 10pt; font-weight: bold; =
page-break-after: avoid;
}
a:link {
color: blue; text-decoration: underline;
}
span.MsoHyperlink {
color: blue; text-decoration: underline;
}
a:visited {
color: blue; text-decoration: underline;
}
span.MsoHyperlinkFollowed {
color: blue; text-decoration: underline;
}
p {
margin: 0cm 14.2pt 0pt; text-align: justify; font-family: Arial; =
font-size: 12pt;
}
td {
font-family: Arial; font-size: 12pt;
}
.t-big {
font-family: Arial; font-size: 12pt; font-weight: bold;
}
div.Section1 {
page: Section1;
}
.idx {
margin: 0cm 1cm;
}
------=_NextPart_000_006F_01CF1844.F0641F90--