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ADE7880 数据表(PDF) 45 Page - Analog Devices |
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ADE7880 数据表(HTML) 45 Page - Analog Devices |
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45 / 104 page ![]() Data Sheet ADE7880 Rev. A | Page 45 of 104 Fundamental Active Power Calculation The ADE7880 computes the fundamental active power using a proprietary algorithm that requires some initializations function of the frequency of the network and its nominal voltage measured in the voltage channel. Bit 14 (SELFREQ) in the COMPMODE register must be set according to the frequency of the network in which the ADE7880 is connected. If the network frequency is 50 Hz, clear this bit to 0 (the default value). If the network fre- quency is 60 Hz, set this bit to 1. In addition, initialize the VLEVEL 24-bit signed register with a positive value based on the following equation: 6 10 4 × × = n FS U U VLEVEL (22) where: UFS is the rms value of the phase voltages when the ADC inputs are at full scale. Un is the rms nominal value of the phase voltage. As stated in the Current Waveform Gain Registers section, the serial ports of the ADE7880 work on 32-, 16-, or 8-bit words and the DSP works on 28 bits. Similar to the registers presented in Figure 43, the VLEVEL 24-bit signed register is accessed as a 32-bit register with four most significant bits padded with 0s and sign extended to 28 bits. Table 13 presents the settling time for the fundamental active power measurement. Table 13. Settling Time for Fundamental Active Power Input Signals 63% PMAX 100% PMAX 375 ms 875 ms Active Power Gain Calibration Note that the average active power result from the LPF2 output in each phase can be scaled by ±100% by writing to the phase’s watt gain 24-bit register (APGAIN, BPGAIN, CPGAIN). The xPGAIN registers are placed on data paths of all powers computed by the ADE7880: total active powers, fundamental active and reactive powers and apparent powers. This is possible because all power data paths have identical overall gains. Therefore, to compensate the gain errors in various powers data paths it is sufficient to analyze only one power data path, for example the total active power, calculate the correspondent APGAIN, BPGAIN and CPGAIN registers and all the power data paths are gain compensated. The power gain registers are twos complement, signed registers and have a resolution of 2−23/LSB. Equation 23 describes mathematically the function of the power gain registers. ⎟ ⎠ ⎞ ⎜ ⎝ ⎛ + × = 23 2 1 2 gister Gain Power Output LPF Data Power Average Re (23) The output is scaled by −50% by writing 0xC00000 to the watt gain registers, and it is increased by +50% by writing 0x400000 to them. These registers are used to calibrate the active, reactive and apparent power (or energy) calculation for each phase. As stated in the Current Waveform Gain Registers section, the serial ports of the ADE7880 work on 32-, 16-, or 8-bit words, and the DSP works on 28 bits. Similar to registers presented in Figure 43, the APGAIN, BPGAIN, and CPGAIN 24-bit signed registers are accessed as 32-bit registers with the four MSBs padded with 0s and sign extended to 28 bits. Active Power Offset Calibration The ADE7880 incorporates a watt offset 24-bit register on each phase and on each active power. The AWATTOS, BWATTOS, and CWATTOS registers compensate the offsets in the total active power calculations, and the AFWATTOS, BFWATTOS, and CFWATTOS registers compensate offsets in the fundamental active power calculations. These are signed twos complement, 24-bit registers that are used to remove offsets in the active power calculations. An offset can exist in the power calculation due to crosstalk between channels on the PCB or in the chip itself. One LSB in the active power offset register is equivalent to 1 LSB in the active power multiplier output. With full-scale current and voltage inputs, the LPF2 output is PMAX = 27,059,678. At −80 dB down from the full scale (active power scaled down 104 times), one LSB of the active power offset register represents 0.0369% of PMAX. As stated in the Current Waveform Gain Registers section, the serial ports of the ADE7880 work on 32-, 16-, or 8-bit words and the DSP works on 28 bits. Similar to registers presented in Figure 43, the AWATTOS, BWATTOS, CWATTOS, AFWATTOS, BFWATTOS, and CFWATTOS 24-bit signed registers are accessed as 32-bit registers with the four MSBs padded with 0s and sign extended to 28 bits. Sign of Active Power Calculation The average active power is a signed calculation. If the phase difference between the current and voltage waveform is more than 90°, the average power becomes negative. Negative power indicates that energy is being injected back on the grid. The ADE7880 has sign detection circuitry for active power calculations. It can monitor the total active powers or the fundamental active powers. As described in the Active Energy Calculation section, the active energy accumulation is performed in two stages. Every time a sign change is detected in the energy accumulation at the end of the first stage, that is, after the energy accumulated into the internal accumulator reaches the WTHR register threshold, a dedicated interrupt is triggered. The sign of each phase active power can be read in the PHSIGN register. Bit 6 (REVAPSEL) in the ACCMODE register sets the type of active power being monitored. When REVAPSEL is 0, the default value, the total active power is monitored. When REVAPSEL is 1, the fundamental active power is monitored. |
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