ADE7880ACPZ-RL(RevA) View Datasheet(PDF) - Analog Devices

Part Name

Description

Manufacturer

ADE7880ACPZ-RL
(Rev.:RevA)

Polyphase Multifunction Energy Metering IC with Harmonic Monitoring

Analog Devices 

Data Sheet

When the ADE7880 analyzes a phase, the following metering

quantities are computed:

 Fundamental phase current rms: I1

 Fundamental phase voltage rms: V1

 RMS of up to three harmonics of phase current:

Ix, Iy, Iz, x,y,z=2, 3,…, N

 RMS of up to three harmonics of phase voltage:

Vx, Vy, Vz, x,y,z=2, 3,…, N

 Fundamental phase active power

P1 = V1I1cos(φ1 − γ1)

 Fundamental phase reactive power

Q1 = V1I1sin(φ1 − γ1)

 Fundamental phase apparent power

S1 = V1I1

 Power factor of the fundamental

pf1



sgnQ1



P1

S1

Active power of up to three harmonics:

Px = VxIxcos(φx – γx), x=2, 3,…, N

Py = VyIycos(φy – γy), y=2, 3,…, N

Pz = VzIzcos(φz – γz), z=2, 3,…, N

 Reactive power of up to three harmonics:

Qx = VxIxsin(φx – γx), x=2, 3,…, N

Qy = VyIysin(φy – γy), y=2, 3,…, N

Qz = VzIzsin(φz – γz), z=2, 3,…, N

 Apparent power of up to three harmonics:

Sx = VxIx, x = 2, 3, …, N

Sy = VyIy, y = 2 , 3, …, N

Sz = VzIz, z = 2, 3, …, N

 Power factor of up to three harmonics:

pf x

 sgnQx 

Px

Sx

,

x

=

2,

3,…,

N

  pfy

 sgn Qy

 Py

Sy

, y = 2, 3,…, N

ADE7880

pf z



sgnQz



Pz

Sz

, z = 2, 3,…, N

 Total harmonic distortion of the phase current

THDI 

I 2  I12

I1

 Total harmonic distortion of the phase voltage

THDV 

V 2  V12

V1

 Harmonic distortion of up to three harmonics on the phase

current

HDI x



Ix

I1

, x = 2, 3,…, N

HDI y



Iy

I1

, y = 2, 3,…, N

HDI z



Iz

I1

, z = 2, 3,…, N

 Harmonic distortion of up to three harmonics on the phase

voltage:

HDVx

 Vx

V1

, x = 2, 3,…, N

HDVy

 Vy

V1

, y = 2, 3,…, N

HDVz

 Vz

V1

, z = 2, 3,…, N

Rev. A | Page 57 of 104

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