SBAA275A June 2018 – March 2023 ADS1120 , ADS112C04 , ADS112U04 , ADS1147 , ADS1148 , ADS114S06 , ADS114S06B , ADS114S08 , ADS114S08B , ADS1220 , ADS122C04 , ADS122U04 , ADS1247 , ADS1248 , ADS124S06 , ADS124S08 , ADS125H02 , ADS1260 , ADS1261 , ADS1262 , ADS1263
For this three-wire RTD design, two matched IDAC current sources are used to actively cancel the lead resistance errors. IDAC1 sources current through lead 1 of the RTD to both the RTD and the reference resistor, RREF. IDAC2 sources current through lead 2 of the RTD to the reference resistor. If IDAC1 and IDAC2 are identical and the lead resistances match, then the error from the lead resistances cancels in the measurement made from AIN1 and AIN2.
The measurement circuit requires:
Note that the RTD is driven from IDAC1 while RREF is driven by IDAC1 and IDAC2 combined. Presuming that the IDAC currents match, the measurement is also ratiometric, and does not require converting the input or reference to voltage for the conversion. As with the two-wire RTD measurement, the topology requires a precision reference resistor with high accuracy and low drift.
IDAC currents from AIN0 and AIN3 are driven into two of the three RTD leads. IDAC1 drives the RTD and one lead resistance, while IDAC2 drives the second lead resistance. The voltage drop across the lead resistances cancel each other in the ADC measurement, assuming the IDAC currents match and the lead resistances match. Without the lead resistances, the measurement voltage is IIDAC1 • RRTD, while the reference voltage is (IIDAC1 + IIDAC2) • RREF. If the two IDAC currents match, the IDAC terms drop out of the measurement conversion.
The following shows how the matched IDAC sources cancel the lead resistance errors. Equation 24 and Equation 25 start with the voltages at AIN1 and AIN2 and include the lead resistance contribution.
The ADC input voltage measures VAIN1 – VAIN2, with RLEAD3 and RREF terms dropping out.
Assuming the lead resistances are equal and the IDAC currents are matched, so that RLEAD1 = RLEAD2 = RLEAD and IIDAC1 = IIDAC2 = IIDAC. The result becomes:
At the same time, the reference resistor shunts the sum of IIDAC1 and IIDAC2 to become:
As with the two wire RTD example, start the design with the expected usable range of the RTD. The reference resistor and IDAC current values are chosen to place the input voltage within the PGA range, while ensuring that the IDAC is operating within its compliance voltage. As in all ratiometric measurements, the reference resistor, RREF must be a precision resistor with high accuracy and low drift.
To verify that the design is within the ADC range of operation, start by calculating the voltages of AIN1 and AIN2 and the maximum differential input voltage. Assuming the lead resistances are small and can be ignored, Equation 24 and Equation 25 reduce to Equation 29 and Equation 30. Verify that VAIN1 and VAIN2 are within the input range of the PGA given the gain setting and supply voltage. Use the maximum RTD resistance based on the desired temperature measurement.
Additionally, verify the output voltage of the IDAC sources calculated from VAIN0 and VAIN3 are low enough from AVDD to be within the compliance voltage of the IDAC current source. Because the voltage for IDAC1 always be higher than that of IDAC2, it is sufficient to calculate the output voltage at VAIN0 to verify the IDAC compliance voltage. This calculation is already shown in Equation 29, because VAIN0 is the same potential as VAIN1.
The reference resistor, RREF must be a precision resistor with high accuracy and low drift. Any error in the RREF reflects the same error in the RTD measurement. The REFP0 and REFN0 pins are shown connecting to the RREF resistor as a Kelvin connection to get the best measurement of the reference voltage. This eliminates any series resistance as an error from the reference resistance measurement.