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CS5460 Datasheet(PDF) 12 Page - Cirrus Logic |
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CS5460 Datasheet(HTML) 12 Page - Cirrus Logic |
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12 / 34 page ![]() CS5460 12 DS279PP5 2.4 Pulse-Rate Output As an alternative to reading the energy through the serial port, the EOUT and EDIR pins provide a simple interface with which signed energy can be accumulated. Each EOUT pulse represents a prede- termined magnitude of energy. The accompanying EDIR level represents the sign of the energy. With MCLK = 4.096 MHz, K = 1, and both ADC inputs at their maximum DC values, the pulses will have a frequency equal to that in the pulse rate register. The following example illustrates how to calculate the pulse-rate register contents for a given meter design. Suppose that a single two-phase power meter (Figure 3) is required to generate 500 impuls- es/KWH at Ib = 20 ARMS and V = 230 VRMS. As- sume that the maximum current is Imax = 100 ARMS and the maximum voltage is Vmax= 300 VRMS. To utilize the full dynamic range of the CS5460, the sensor gains can be calculated as: where kv and ki are the sensor gains for the voltage and current, respectively. The CS5460 is assumed to be in the 30 mVRMS range to allow for the use of a shunt resistor. The average Impulse Rate, IR, at the rated inputs is: Since the pulse-rate register is defined in terms of full-scale DC (0.25 V for the voltage channel and 0.05 V for the current channel in this case), IR will need to be scaled before being placed in the pulse-rate register. Define a voltage ratio, Rv, and a current ratio, Ri, as: -2.5 -2.0 -1.5 -1.0 -0.5 0.0 0.5 Frequency (Hertz) 0 200 400 600 800 1000 1200 1400 1600 1800 2000 Figure 6. Voltage Input Filter Roll-off -2.5 -2 -1.5 -1 -0.5 0 0.5 0 200 400 600 800 1000 1200 1400 1600 1800 2000 Frequency (Hertz) Figure 7. Current Input Filter Roll-off k v 150mV RM S V max ----------------------------- 1 2000 ------------ == k i 30mV RMS I ma x -------------------------- 300 µΩ == R 500 impulses KWH -------------------------------- I bV () 1KW 1000W ------------------ 1H 3600s -------------- = 0.639 impulses s ------------------------------------ ≅ R v 0.25 Volt k vV Volt ----------------------- = R i 0.05 Volt k iIb Amp ----------------------- = |
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