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602 MUSICAL ApPLICATIONS OF MICROPROCESSORS<br />

Table 17-1. Performance <strong>of</strong> a 64-Word 6-Bit Waveform Table<br />

Harmonic number Desired amplitude Actual amplitude<br />

0 --100 -48.67<br />

1 -3 --3.14<br />

2 -5 -5.13<br />

3 -10 -10.28<br />

4 -8 -8.27<br />

5 -2 -2.02<br />

6 0 -0.16<br />

7 -4 -4.27<br />

8 -10 -10.29<br />

9 -15 -14.88<br />

10 -19 -19.45<br />

11 -10 -10.15<br />

12 -5 -5.09<br />

13 -1 -1.12<br />

14 -6 -6.2<br />

15 -12 -12.14<br />

16 -20 -21.06<br />

17-32 -100 -52.24 best<br />

-36.72 worst<br />

Ideal Actual Ideal Actual Ideal Actual<br />

sample sample sample sample sample sample<br />

values values values values values values<br />

-0.051854 -0.0625 -0.181621 0.1875 -0.005724 0.0<br />

0.249919 0.25 -0.182356 0.1875 0.243738 0.25<br />

0.353100 0.34375 -0.174635 -0.1875 0.470721 0.46875<br />

0.150009 0.15625 -0.383177 -0.375 0.463172 0.46875<br />

0.072522 0.0625 -0.224204 -0.21875 0.248244 0.25<br />

0.460679 0.46875 -0.106272 -0.09375 -0.028076 -0.03125<br />

0.909300 0.90625 -0.463232 -0.46875 -0.353254 -0.34375<br />

0,745635 0.71875 -0.999997 -0.96875 -0.720503 -0.71875<br />

0.068102 0.0625 -0.990784 -0.96875 -0.903528 -0.875<br />

-0.280506 -0.28125 -0.335606 -0.34375 -0.654850 -0.65625<br />

0.090172 0.09375 0.217383 0.21875 -0.086723 -0.09375<br />

0.536646 0.53125 0.136746 0.125 0.389132 0.375<br />

0.334821 0.34375 -0.134930 -0.125 0.526439 0.5<br />

-0.255813 -0.25 0.0744874 0.0625 0.424187 0.40625<br />

-0.407391 -0.40625 0.585016 0.5625 0.319185 0.3125<br />

0.058757 0.0625 0.643670 0.625 0.248252 0.25<br />

0.452688 0.4375 0.0782302 0.0625 0.158014 0.15625<br />

0.213340 0.21875 -0.486549 -0.46875 0.084257 0.09375<br />

-0.364094 -0.34375 -0.559661 -0.5625 0.082703 0.09375<br />

-0.584477 -0.5625 -0330236 -0.3125 0.070032 0.0625<br />

-0.244755 -0.25 -0.151069 -0.15625 -0.058026 -0.0625<br />

-0.177100 -0.1875<br />

where it is easily heard. Historically, harmonic distortion ratings were used<br />

because they were easy to measure and correlate well with 1M readings,<br />

which are a much better measure <strong>of</strong> subjective distortion. Although direct<br />

1M measurements are now easily performed, tradition requires that harmonic<br />

distortion still be quoted on spec sheets.

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