SBASA71 May 2022 AMC1333M10
PRODUCTION DATA
This discussion covers the 230-VRMS example. The procedure for calculating the resistive divider for the 120-VRMS use case is identical.
The 100-μA, cross-current requirement at peak input voltage (360 V) determines that the total impedance of the resistive divider is 3.6 MΩ. The impedance of the resistive divider is dominated by the top resistors (shown exemplary as R1 and R2 in Figure 8-1) and the voltage drop across RSNS can be neglected for a short time. The maximum allowed voltage drop per unit resistor is specified as 75 V; therefore, the total minimum number of unit resistors in the top portion of the resistive divider is 360 V / 75 V = 5. The calculated unit value is 3.6 MΩ / 5 = 720 kΩ, and the next closest value from the E96 series is 715 kΩ.
The sense resistor value RSNS is sized such that the voltage drop across the impedance at maximum input voltage (360 V) equals the linear full-scale input voltage (VFSR) of the AMC1333M10 (that is, +1 V). RSNS is calculated as RSNS = VFSR / (VPeak – VFSR) × RTOP, where RTOP is the total value of the top resistor string (5 × 715 kΩ = 3575 kΩ). The resulting value for RSNS is 10.04 kΩ, and the next closest value from the E96 series is 10.0 kΩ.
Table 8-2 summarizes the design of the resistive divider.
PARAMETER | 120-VRMS LINE VOLTAGE | 230-VRMS LINE VOLTAGE |
---|---|---|
Peak voltage | 190 V | 360 V |
Unit resistor value, RTOP | 634 kΩ | 715 kΩ |
Number of unit resistors in RTOP | 3 | 5 |
Sense resistor value, RSNS | 10.2kΩ | 10.0 kΩ |
Total resistance value (RTOP + RSNS) | 1912.2 kΩ | 3885.0 kΩ |
Resulting current through resistive divider, ICROSS | 99.4 μA | 100.4 μA |
Resulting full-scale voltage drop across sense resistor RSNS | 1.013 V | 1.004 V |
Peak power dissipated in RTOP unit resistor | 6.3 mW | 7.2 mW |
Total peak power dissipated in resistive divider | 18.9 mW | 36.2 mW |