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ADE7880 数据表(PDF) 59 Page - Analog Devices |
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ADE7880 数据表(HTML) 59 Page - Analog Devices |
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59 / 104 page ![]() Data Sheet ADE7880 Rev. A | Page 59 of 104 Table 20. Harmonic Engine Outputs When Phase A, Phase B, or Phase C is Analyzed and the Registers Where the Values are Stored Quantity Definition ADE7880 Register RMS of the Fundamental Component V1, I1 FVRMS, FIRMS Vx, Ix, x = 2, 3,…, N HXVRMS, HXIRMS Vy, Iy, y = 2, 3,…, N HYVRMS, HYIRMS RMS of a Harmonic Component Vz , Iz, z = 2, 3,…, N HZVRMS, HZIRMS Active Power of the Fundamental Component P1 = V1I1cos(φ1 − γ1) FWATT Px = VxIxcos(φx – γx), x = 2, 3,…, N HXWATT Py = VyIycos(φy – γy), y = 2, 3,…, N HYWATT Active Power of a Harmonic Component Pz = VzIzcos(φz – γz), z = 2, 3,…, N HZWATT Reactive Power of the Fundamental Component Q1 = V1I1sin(φ1 − γ1) FVAR Qx = VxIxsin(φ1 − γ1), x = 2, 3,…, N HXVAR Qy = VyIysin(φy – γy), y = 2, 3,…, N HYVAR Reactive Power of a Harmonic Component Qz = VzIzsin(φz – γz), z = 2, 3,…, N HZVAR Apparent Power of the Fundamental Component S1 = V1I1 FVA Sx = VxIx, x = 2, 3, …, N HXVA Sy = VyIy, y = 2, 3, …, N HYVA Apparent Power of a Harmonic Component Sz = VzIz, z = 2, 3, …, N HZVA FPF Power Factor of the Fundamental Component () 1 1 1 1 sgn S P Q pf × = () x x x x S P Q pf × = sgn , x = 2, 3,…, N HXPF () y y y y S P Q pf × = sgn , y = 2, 3,…, N HYPF Power Factor of a Harmonic Component () z z z z S P Q pf × = sgn , z = 2, 3,…, N HZPF () 1 2 1 2 V V V THD V − = VTHD Total Harmonic Distortion () 1 2 1 2 I I I THD I − = ITHD HXVHD, HXIHD 1 V V HD x V x = , 1 I I HD x I x = , x = 2, 3,…, N 1 V V HD y V y = , 1 I I HD y I y = ,y = 2, 3,…, N HYVHD, HYIHD Harmonic Distortion of a Harmonic Component 1 V V HD z V z = , 1 I I HD z I z = ,z = 2, 3,…, N HZVHD, HZIHD |
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