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STPM32 Datasheet(PDF) 46 Page - STMicroelectronics |
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STPM32 Datasheet(HTML) 46 Page - STMicroelectronics |
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46 / 121 page ![]() Theory of operation STPM32, STPM33, STPM34 46/121 DS10272 Rev 8 Results of the calculated quantities are stored in the registers as follows: EQ1 = primary current channel reactive energy PH1 Reactive Energy[31:0] Q1 = primary current channel reactive power PH1 Reactive Power[28:0] q1(t) = primary current channel instantaneous reactive power PH1 Momentary Reactive Power[28:0] EQ2 = secondary current channel reactive energy PH2 Reactive Energy[31:0] Q2 = secondary current channel reactive power PH2 Reactive Power[28:0] q2(t) = secondary current channel instantaneous active power PH2 Momentary Reactive Power[28:0]. 8.4.4 Apparent power and energy calculation The signal chain for the apparent power, energy calculations and related frequency conversion are shown in Figure 36. The apparent power signal S is generated in two ways: Vectorial methodology uses the scalar product of active and reactive power. The active power is selectable through the active power mode bit (APMx in DSP_CR1 and DSP_CR2) between wideband or fundamental. Equation 2 RMS methodology uses the product of RMS data of voltage and current. This value can be compensated by the apparent power offset calibration block (OFSx[8:0] in DSP_CR10 and DSP_CR12). Equation 3 The apparent energy is calculated from vectorial or from RMS apparent power according to AEMx configuration bit in DSP_CR1 and DSP_CR2. Figure 36. Apparent power and energy calculation block diagram Svec P 2 Q 2 + = SRMS VRMS IRMS = Cx RMS Data [16:0] VxRMS Data [14:0] Offset √¯ X2 X2 APMx 0 1 Σ S LED AEMx 1 0 OFSx [9:0] PHx ApparentVectorial Power[28:0] PHx Apparent Energy[31:0] PHx Apparent RMS Power[28:0] PHxReactive Power[28:0] PHx Fundamental Power[28:0] PHx Active Power[28:0] GIPG2803141114LM |
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