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Linearity is the extent to which the output waveform of an amplifier is a faithful reproduction of the input waveform In hi-fi equipment, all the amplifiers must be as linear as the state of the art allows If you connect a dual-trace oscilloscope (one that lets you observe two waveforms at the same time) to the input and output terminals of a good hi-fi audio amplifier, the output waveform will appear as a vertically magnified duplicate of the input waveform If you adjust the vertical gain control of the oscilloscope so the two waveforms have the same peak-to-peak displacement on the screen, the input and output waveforms will look identical When the input signal is applied to the horizontal scope input and the output signal is applied to the vertical scope input, the display will be a straight line Figures 31-2 and 31-3 illustrate the principle of linearity The graph and waveforms in Fig 31-2 show the characteristics of a linear circuit The graph of the instantaneous output versus the instantaneous input is a straight line When the input is a sine wave, the output is also a sine wave Figure 31-3 shows what takes place in a hypothetical nonlinear circuit The instantaneous output-versus-input function is not a straight line Therefore, the output waveform is not a faithful reproduction of the input, and distortion occurs In this case, as the input increases, the output-to-input ratio (amplification factor, or gain) decreases, as indicated by the decreasing slope of the curve At high input levels, the circuit doesn t amplify as much as it does at low input levels, which flattens the peaks of the output wave This happens with all amplifiers if the input signal amplitude is great enough In some radio-frequency circuits this is all right; in hi-fi audio systems, it is not Linear amplifiers are designed to work with input signals up to a certain peak (maximum instantaneous) amplitude If the peak input exceeds this level, the amplifier will become nonlinear, and distortion will result In a hi-fi system equipped with VU or.

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According to the definition in Answer 29-4, what is the natural log of e Of e 2 Of e 3 Of e4 What happens to the natural log of a number as that number grows larger without limit

Part Three 541 Answer 29-5

currents in the playback head These currents are amplified and delivered to a speaker, headset, or other output device

distortion meters, excessive input will cause the needles to kick into the red range of the scale during peaks If the input is driven up still more, the needle will stay in the red range much of the time Some people might say it s cool to run a hi-fi amplifier this way If lousy sound is what you want, maybe that is true But generally it s stupid, and in some cases can damage system components

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The natural log is related to a growing number like this: The natural log of e is 1, because e 1 = e The natural log of e 2 is 2 The natural log of e 3 3 The natural log of e 4 is 4

Dynamic range is a prime consideration in hi-fi recording and reproduction In general, the greater the dynamic range, the better the sound quality over a wide range of volume levels Dynamic range is expressed in decibels (dB) The larger the dynamic-range specification in dB, the better the system, all other factors being constant At low volume levels, the limiting factor in dynamic range is the background noise in the system In a traditional analog system, most of this noise comes from the audio

As a number gets larger without limit, so does its natural log, but the size of the log grows much more slowly than the size of the number

.

Question 29-6

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Basic components 589 amplification stages In tape recording, there is also some tape hiss A scheme called Dolby (a trademark of Dolby Laboratories) is used in professional recording studios, and also in high-end consumer tape equipment, to minimize this hiss Digital recording techniques, such as is used in compact disk (CD) or digital audio tape (DAT) recording, have less internal noise than older analog systems At high volume levels, the power-handling capability of an audio amplifier limits the dynamic range If all other factors are equal, a 100-watt system will have greater dynamic range than a 50-watt system The speaker size is also important; the larger the speakers, the greater the dynamic range This is why serious audio enthusiasts sometimes purchase sound systems with amplifiers and speakers that seem unnecessarily large The reason for such overengineering is usually twofold: (1) to ensure that the sound peaks will always be distortion-free and cannot possibly damage the speakers and (2) to impress people

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