SA9103EPA Ver la hoja de datos (PDF) - South African Micro Electronic Systems
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SA9103EPA
South African Micro Electronic Systems
SA9103EPA Datasheet PDF : 14 Pages
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SA9103E
6. Register Values
The active energy measured per count, may be calculated by applying the following
formula:
Energy per Count =
VI
K
When V = Rated Voltage
I = Rated Current
K = 9281 for Active Energy
TYPICAL APPLICATIONS
In the Application Circuits (Figures 1 and 2) the components required for power metering
applications, are shown.
In Figure 1, a shunt resistor is used for current sensing. In this application, the circuitry
requires a +2.5V, 0V, -2.5V DC supply.
In the case of Figure 2, when using a current transformer for current sensing, a +5V, 0V
DC supply is sufficient for the circuit.
The most important external components for the SA9103E integrated circuit are:
C and C are the outer loop capacitors for the two integrated oversampling A/D
1
2
converters. The value of these capacitors is 560pF. The actual values determine the
signal to noise and stability performance. The tolerances should be within ±10%.
C3 and C4are the inner loop capacitors of the A/D converters. The optimum value is 3.3nF.
The actual values are uncritical. Values smaller than 0.5nF and larger than 5nF should
be avoided.
R , R and RSH are the resistors defining the current level into the current sense input.
12
The values should be selected for an input current of 16µA into the SA9103E at maximum
line current.
Values for RSH of less than 200µΩ should be avoided.
R1 = R2 = (IL/16µA) * RSH/2
Where I = Line current
L
RSH = Shunt resistor/termination resistor
R3, R6 and R4 set the current for the voltage sense input. The values should be selected
so that the input current into the voltage sense input (virtual ground) is set to 14µA.
R7 defines all on-chip bias and reference currents. With R7 = 24kΩ, optimum conditions
are set.
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