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ADE7763ARS 数据表(PDF) 36 Page - Analog Devices |
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ADE7763ARS 数据表(HTML) 36 Page - Analog Devices |
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36 / 56 page ![]() ADE7763 Rev. A | Page 36 of 56 CFnominal(Hz) = MAX I I × × × 2 1 2 1 kHz 23 (39) CFIB(nominal)(Hz) = Hz 958 60 10 2 1 2 1 kHz 23 = × × × The nominal CF on a sample set of meters should be measured using the default CFDEN, CFNUM, and WDIV to ensure that the best CFDEN is chosen for the design. With the CFNUM register set to 0, CFDEN is calculated to be 489 for the example meter: CFDEN = 1 ) ( ) ( − ⎟ ⎟ ⎠ ⎞ ⎜ ⎜ ⎝ ⎛ expected IB nominal IB CF CF INT (40) CFDEN = 489 ) 1 490 ( 1 9556 . 1 958 = − = − ⎟ ⎠ ⎞ ⎜ ⎝ ⎛ INT This value for CFDEN should be loaded into each meter before calibration. The WGAIN register can then be used to finely calibrate the CF output. The following sections explain how to calibrate a meter based on ADE7763 when using a reference meter or an accurate source. Calibrating Watt Gain Using a Reference Meter Example The CFDEN and CFNUM values for the design should be written to their respective registers before beginning the calibration steps shown in Figure 71. When using a reference meter, the percent error in CF is measured by comparing the CF output of the ADE7763 meter with the pulse output of the reference meter, using the same test conditions for both meters. Equation 41 defines the percent error with respect to the pulse outputs of both meters (using the base current, Ib): %ERRORCF(IB) = 100 ) ( ) ( × − IB ref IB ref IB CF CF CF (41) CALCULATE CFDEN VALUE FOR DESIGN WRITE CFDEN VALUE TO CFDEN REGISTER ADDR. 0x15 = CFDEN WRITE WGAIN VALUE TO THE WGAIN REGISTER: ADDR. 0x12 MEASURE THE % ERROR BETWEEN THE CF OUTPUT AND THE REFERENCE METER OUTPUT SET ITEST = Ib, VTEST = VNOM, PF = 1 CALCULATE WGAIN. SEE EQUATION 42. Figure 71. Calibrating Watt Gain Using a Reference Meter For this example: Meter Constant: MeterConstant(imp/Wh) = 3.2 CF Numerator: CFNUM = 0 CF Denominator: CFDEN = 489 %ERROR Measured at Base Current: %ERRORCF(IB) = −3.07% One LSB change in WGAIN changes the active energy registers and CF by 0.0244%. WGAIN is a signed, twos complement register and can correct up to a 50% error. Assuming a −3.07% error, WGAIN is 126: WGAIN = INT ⎟⎟ ⎠ ⎞ ⎜⎜ ⎝ ⎛ − % 0244 . 0 % ) (IB CF ERROR (42) WGAIN = INT 126 % 0244 . 0 % 07 . 3 = ⎟ ⎠ ⎞ ⎜ ⎝ ⎛ − − When CF is calibrated, the AENERGY register has the same Wh/LSB constant from meter to meter if the meter constant, WDIV, and the CFNUM/CFDEN ratio remain the same. The Wh/LSB ratio for this meter is 6.378 × 10−4 using Equation 35 with WDIV at the default value. (imp/Wh) ) 1 ( ) 1 ( LSB Wh ant MeterConst WDIV CFDEN CFNUM × + + = 4 10 378 . 6 2 . 3 490 1 imp/Wh 200 . 3 ) 1 490 ( 1 LSB Wh − × = × = + = Calibrating Watt Gain Using an Accurate Source Example The CFDEN value calculated using Equation 40 should be written to the CFDEN register before beginning calibration and zero should be written to the CFNUM register. Enable the line accumulation mode and the line accumulation interrupt. Then, write the number of half line cycles for the energy accumulation to the LINECYC register to set the accumulation time. Reset the interrupt status register and wait for the line cycle accumulation interrupt. The first line cycle accumulation results might not use the accumulation time set by the LINECYC register and, therefore, should be discarded. After resetting the interrupt status register, the following line cycle readings will be valid. When LINECYC half line cycles have elapsed, the IRQ pin goes active low and the nominal LAENERGY with the test current applied can be read. This LAENERGY value is compared to the expected LAENERGY value to determine the WGAIN value. If apparent energy gain calibration is performed at the same time, LVAENERGY can be read directly after LAENERGY. Both registers should be read before the next interrupt is issued on the IRQ pin. Figure 72 details steps to calibrate the watt gain using an accurate source. |
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