9.15 One of the more interesting applications of a diode, based on the diode equation, is an electronic thermometer. The concept is based on the empirical observation that if the current through a diode is nearly constant, the offset voltage is nearly a linear function of the temperature, as shown in Figure P9.15(a). a. Show that ip in the circuit of Figure P9.15(b) is nearly constant in the face of variations in the diode voltage, vp. This can be done by computing the percent change in in for a given percent change in vp. Assume that vp changes by 10 percent, from 0.6 to 0.66 V. b. On the basis of the graph of Figure P9.15(a), write an equation for vp (T°) of the form vp = a T° +B V,(V) 0.8 0.6 0.4 0.2 0° 50° 100° T ("C) (a) 10 k2 15 V

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9.15 One of the more interesting applications of a diode,
based on the diode equation, is an electronic
thermometer. The concept is based on the empirical
observation that if the current through a diode is nearly
constant, the offset voltage is nearly a linear function
of the temperature, as shown in Figure P9.15(a).
a. Show that ip in the circuit of Figure P9.15(b) is
nearly constant in the face of variations in the diode
voltage, vp. This can be done by computing the
percent change in in for a given percent change in
vp. Assume that vp changes by 10 percent, from
0.6 to 0.66 V.
b. On the basis of the graph of Figure P9.15(a), write
an equation for vp (T°) of the form
vp = a T° +B
V,(V)
0.8
0.6
0.4
0.2
0°
50°
100°
T ("C)
(a)
10 k2
15 V
Transcribed Image Text:9.15 One of the more interesting applications of a diode, based on the diode equation, is an electronic thermometer. The concept is based on the empirical observation that if the current through a diode is nearly constant, the offset voltage is nearly a linear function of the temperature, as shown in Figure P9.15(a). a. Show that ip in the circuit of Figure P9.15(b) is nearly constant in the face of variations in the diode voltage, vp. This can be done by computing the percent change in in for a given percent change in vp. Assume that vp changes by 10 percent, from 0.6 to 0.66 V. b. On the basis of the graph of Figure P9.15(a), write an equation for vp (T°) of the form vp = a T° +B V,(V) 0.8 0.6 0.4 0.2 0° 50° 100° T ("C) (a) 10 k2 15 V
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