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INA229 Datasheet(PDF) 35 Page - Texas Instruments

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Part # INA229
Description  INA229 85-V, 20-Bit, Ultra-Precise Power/Energy/Charge Monitor With SPI Interface
PDF  40 Pages
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Manufacturer  TI [Texas Instruments]
Direct Link  http://www.ti.com
Logo TI - Texas Instruments

INA229 Datasheet(HTML) 35 Page - Texas Instruments

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continuously converting the shunt voltage, bus voltage, and temperature. If the default power up conditions do
not meet the design requirements, these registers will need to be set properly after each VS power cycle event.
8.2.2.3 Program the Shunt Calibration Register
The shunt calibration register needs to be correctly programmed at each VS power up in order for the device to
properly report any result based on current. The first step in properly setting this register is to calculate the LSB
value for the current by using Equation 3. Applying this equation with the maximum expected current of 10 A
results in an LSB size of 19.0735 μA. Applying Equation 2 to the Current_LSB and selected value for the shunt
resistor results in a shunt calibration register setting of 4050d (FD2h). Failure to set the value of the shunt
calibration register will result in a zero value for any result based on current.
8.2.2.4 Set Desired Fault Thresholds
Fault thresholds are set by programming the desired trip threshold into the corresponding fault register. The list
of supported fault registers is shown in Table 7-1. Since the fault limit registers are 16 bits in length, the effective
LSB size for these registers is 16 times greater than the corresponding 20 bit LSB used in calculating returned
values for bus voltage and current.
An over current threshold is set by programming the shunt over voltage limit register (SOVL). The voltage that
needs to be programmed into this register is calculated by multiplying the over current threshold by the shunt
resistor. In this example the over current threshold is 10 A and the value of the current sense resistor is 16.2 mΩ,
which give a shunt voltage limit of 162 mV. Once the shunt voltage limit is known, the value for the shunt over
voltage limit register is calculated by dividing the shunt voltage limit by the shunt voltage LSB size.
In this example, the calculated value of the shunt over voltage limit register is 162 mV / (312.5 nV × 16) =
32400d (7 E90h).
An over voltage fault threshold on the bus voltage is set by programming the bus over voltage limit register
(BOVL). In this example the desired over voltage threshold is 52 V. The value that needs to be programmed into
this register is calculated by dividing the target threshold voltage by the bus voltage fault limit LSB value of 3.125
mV. For this example, the target value for the BOVL register is 52 V / (195.3125 μV × 16) = 16640d (4100h).
When setting the power over-limit value, the LSB size used to calculate the value needed in the limit registers
will be 256 times greater than the power LSB. This is because the power register is a 24 bits in length while the
power fault limit register is 16 bits.
Values stored in the alert limit registers are set to the default values after VS power cycle events and need to be
reprogrammed each time power is applied.
8.2.2.5 Calculate Returned Values
Parametric values are calculated by multiplying the returned value by the LSB value. Table 8-4 below shows the
returned values for this application example assuming the design requirements shown in Table 8-3.
Table 8-4. Calculating Returned Values
PARAMETER
Returned Value
LSB Value
Calculated Value
Shunt voltage (V)
311040d
312.5 nV/LSB
0.0972 V
Current (A)
314572d
10 A/ 219 = 19.073486 µA/LSB
6 A
Bus voltage (V)
245760d
195.3125 µV/LSB
48 V
Power (W)
4718604d
Current LSB x 3.2 = 61.035156 µW/LSB
288 W
Energy (J)
1061683200d
Power LSB x 16 = 976.5625 µJ/LSB
1036800 J
Charge (C)
1132462080d
Current LSB = 19.073486 µC/LSB
21600 C
Temperature (°C)
3200d
7.8125 m°C/LSB
25°C
Shunt Voltage, Current, Bus Voltage (positive only), Charge, and Temperature return values in two's complement
format. In two's complement format a negative value in binary is represented by having a 1 in the most
significant bit of the returned value. These values can be converted to decimal by first inverting all the bits and
adding 1 to obtain the unsigned binary value. This value should then be converted to decimal with the negative
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INA229
SLYS023 – DECEMBER 2020
Copyright © 2020 Texas Instruments Incorporated
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