9.1 A platinum resistance sensor has a resistance of 100 2 at 0 °C and a temperature coefficier of resistance of 4 × 103 °C-'. Given that a 15 V supply is available, design a deflection bridg giving an output range of 0 to 100 mV for an input range of 0 to 100 °C: (a) using the procedure summarised by eqns [9.7] and [9.8]; (b) using the linear approximation of eqn [9.15]. Give values for all circuit components and assume a high impedance load. (c) How should the circuit be altered if the input range is changed to 50 to 150 °C? 1 1 VMIN = Vs [9.7] 1+ R4/R1MIN 1 + R3/R2, 1 1 VMax = Vs [9.8] 1 + R4/R[Mx 1+ R3/R2, E, = Vs2 ¤T R3 [9.15]

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9.1
A platinum resistance sensor has a resistance of 100 2 at 0 °C and a temperature coefficient
of resistance of 4 x 103 °C-!. Given that a 15 V supply is available, design a deflection bridge
giving an output range of 0 to 100 mV for an input range of 0 to 100 °C:
(a) using the procedure summarised by eqns [9.7] and [9.8];
(b) using the linear approximation of eqn [9.15].
Give values for all circuit components and assume a high impedance load.
(c) How should the circuit be altered if the input range is changed to 50 to 150 °C?
VMIN = Vs
[9.7]
1 + R4/R 1+ R3/R2
1 + R3/R2 ,
1
1
VMAX = Vs
[9.8]
1+ R4/R¡MAx
1+ R3/R2
R,
ET, = Vs-² aT
R3
[9.15]
Transcribed Image Text:9.1 A platinum resistance sensor has a resistance of 100 2 at 0 °C and a temperature coefficient of resistance of 4 x 103 °C-!. Given that a 15 V supply is available, design a deflection bridge giving an output range of 0 to 100 mV for an input range of 0 to 100 °C: (a) using the procedure summarised by eqns [9.7] and [9.8]; (b) using the linear approximation of eqn [9.15]. Give values for all circuit components and assume a high impedance load. (c) How should the circuit be altered if the input range is changed to 50 to 150 °C? VMIN = Vs [9.7] 1 + R4/R 1+ R3/R2 1 + R3/R2 , 1 1 VMAX = Vs [9.8] 1+ R4/R¡MAx 1+ R3/R2 R, ET, = Vs-² aT R3 [9.15]
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