SBOA426 March   2021 INA233

 

  1.   Trademarks
  2. 1Introduction
  3. 2Group Command Details
  4. 3Bench Setup and Group Command Verification
  5. 4Measurement Results and Trade-Offs
  6. 5Conclusions
  7. 6Appendix - Group Command Pseudo Code
  8. 7References

Measurement Results and Trade-Offs

Measurements were performed with a 100Hz, ± 100mV triangle wave (Figure 4-1) applied to all four INA233 devices. The Group Command is issued to trigger a synchronized one-shot ADC conversion with no averaging. Each INA233 reports back its conversion result in subsequent separate READ transactions. Therefore each time such a conversion-read loop is executed, we get a set of data consisting of four measurements, one from each INA233. This process is repeated several hundred times for each conversion time setting while the AC input is free running. Because the INA233 shunt voltage input range is ± 81.92mV, in a set of measurements, if any one or more are outside of INA233 input range, the set is discarded and not included in the statistics. Within each set of four measurements, the mismatch is defined and calculated as the difference between the largest and smallest measurements. When all mismatch data for a conversion time setting are aggregated, the min, max, standard deviation and average can be calculated.

GUID-20210119-CA0I-VRRK-RJMK-GVGHBRWMWCTH-low.gif Figure 4-1 Differential Input Signal
The results are presented in Table 4-1. Note that the mismatch is mainly affected by timing, but also by other error sources including noise and input offset. These effects are not dominant and can’t be distinguished. It is evident from the table that the measurements get worse with longer conversion time. While this might be counter intuitive for a DC input, it makes perfect sense for AC input of large amplitude. As shown in Figures 5 and 6, the mismatch in conversion time gets larger when conversion time gets longer. This larger time mismatch translates into larger measurement mismatch.
Table 4-1 Mismatch(uV) vs. Conversion Time with Large Input
Measurement mismatch(uV) vs. Conversion(single, no averaging) time
140us 280us 322us 588us 1.1ms 2.116ms 4.156ms 8.224ms
Min 8 13 25 73 198 20 10 5
Max 130 132 163 218 350 605 1128 1575
Stdev 30 26 31 35 36 149 338 455
Mean 66 71 87 145 274 451 735 823

INA233 offers programmable averaging modes as well as programmable conversion times. These features allow the device to be configured to optimize the available timing and precision requirements in a given application. Averaging is similar in effect to a longer conversion time. Therefore we can predict that for the same conversion time, as the number of averages increases, the measurement mismatch should get worse. To verify this, we selected a conversion time equal to 140us and compared averaging of 16x and 128x. The relationship between measurement mismatch and averaging is presented in Table 4-2. As predicted, measurement mismatch increases with larger averaging periods.

Table 4-2 Mismatch(uV) vs. Averaging
Measurement mismatch(uV) vs. number of averaging (140us conversion)
16X 128X
Min 8 15
Max 75 1278
Stdev 164 391
Mean 449 772

In many applications, the load current to be measured results in a shunt voltage range which is much smaller than the input full-scale range of the device. To visualize how the INA233 performs in synchronized measurement of an AC input with low amplitude, we repeated the same tests with a 100Hz, ±2.5mV triangle wave. This input is also representative of a DC input superimposed with a low amplitude AC component. The relationship between measurement mismatch and conversion time is presented in Table 4-3. A lower amplitude input signal yields smaller mismatch, and thus longer conversion times can be used without a significant increase in mismatch as was seen for the ±100mV case.

Table 4-3 Mismatch(uV) vs. Conversion Time with Small Input
Measurement mismatch(uV) vs. Conversion(single, no averaging) time
140us 280us 322us 588us 1.1ms 2.116ms 4.156ms 8.224ms
Min 5 3 5 3 0 5 5 5
Max 65 55 40 28 33 33 43 50
Stdev 10 9 6 4 5 8 11 13
Mean 31 30 18 16 15 17 21 23