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Musical-Applications-of-Microprocessors-2ed-Chamberlin-H-1987

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BASIC ANALOG MODULES 195<br />

+IOVrel<br />

PULSE<br />

WIDTH<br />

MODULATION<br />

INPUT 100 kfi~+--=-I<br />

+IDV n n<br />

-IOV -.J LI L<br />

10 k<br />

1%<br />

RAW<br />

SAWTOOTH<br />

FROM o--'V'8=---~>------------og~~~8$TH<br />

I 03<br />

IN914<br />

10 k<br />

18 pF<br />

20 k<br />

-10 V reI<br />

-15V<br />

"ADJUST FOR MINIMUM "GLITCH"<br />

TRIANGLE SINE<br />

INPUT ~SHAPE<br />

FROM<br />

TRIM<br />

ABOYE 10 kfi -T--~-t------,<br />

IMn<br />

4.7 kD.<br />

04<br />

1500.<br />

IN914<br />

03<br />

2N3819<br />

IMn<br />

100 kn -=<br />

SINE<br />

SYMMETRY<br />

TRIM<br />

05<br />

IN914<br />

1500.<br />

100kn<br />

>-~o---------o 6~fpUT<br />

+IOV" "<br />

-lOY' V V<br />

-lOY<br />

ref<br />

+IOV<br />

ref<br />

Fig. 6-11. Practical veo output waveshapers<br />

using a thermistor in the feedback network to cancel out the remammg<br />

exponential converter temperature coefficient. At room temperature, this<br />

coefficient is about - 3,300 parts per million (ppm) per DC; thus, a resistor<br />

with a +3,300 ppm temperature coefficient is required. Note that the<br />

compensation is exact only at 27 D C because the exponential converter temperature<br />

dependence goes as liT rather than as KT, which the resistor provides.<br />

Nevertheless, temperature drift due to the exponential converter is

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