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)
Figure 10. 4-Wire Resistance Simulation
19
Figure 8. 2-Wire Resistance Simulation
Figure 9. 3-Wire Resistance Simulation
GRN
RED
BLK
WHT
NOTE: Colors indicated apply to
Model 84937 Calibration Cable.
mA (current) source
Calibrator (out) Thermometer (in)
I out
V out