Copyright Cirrus Logic, Inc. 2012(All Rights Reserved)Cirrus Logic, Inc.http://www.cirrus.comApplication NoteUsing the CS5480/84/90 Energy Measureme
AN36510 AN365REV14.2.3 IRMS Load PerformanceLoad Current (A)Current Dynamic Range (x:1)IRMS Register Value(10-Second Average)IRMS Error120 1 0.5999616
AN365AN365REV1 114.3 Load Performance with Sentec4.3.1 Active Energy Load PerformancePower Factor Load Current (A) Current Dynamic Range (x:1) ErrorPF
AN36512 AN365REV14.3.2 Reactive Energy Load PerformanceFigure 11. Reactive Energy Load PerformancePower Factor Load Current (A) Current Dynamic Range
AN365AN365REV1 134.3.3 IRMS Load PerformanceFigure 12. IRMS Load Performance5. SummaryThe CS5480 energy measurement IC supports Rogowski coils using
AN36514 AN365REV1Revision History Revision Date ChangesREV1 MAR 2012 Initial Release.Contacting Cirrus Logic SupportFor all product questions and inqu
AN3652 AN365REV1The voltage v(t) that is induced in the Rogowski coil is proportional to the rate of the charge of current (di(t)/dt) andis based on F
AN365AN365REV1 33.1 Connection Between a Rogowski Coil and the CS5480Since the Rogowski coil has an inherent 20dB/decade gain, a single-pole low-pass
AN3654 AN365REV13.2 PGA Selection on the Current ChannelThe CS5480 current channel incorporates a programmable gain amplifier (PGA) with two selectabl
AN365AN365REV1 54.1 Load Performance with Rogowski Coil PA3202NL4.1.1 Active Energy Load PerformancePower Factor Load Current (A) Current Dynamic Rang
AN3656 AN365REV14.1.2 Reactive Energy Load PerformancePower Factor Load Current (A) Current Dynamic Range (x:1) Errorsin = 180 1 0.00%8 10 0.01%0.8 1
AN365AN365REV1 74.1.3 IRMS Load PerformanceLoad Current (A)Current Dynamic Range (x:1)IRMS Register Value(10-Second Average)IRMS Error80 1 0.60011034
AN3658 AN365REV14.2 Load Performance with Rogowski Coil TR9L4.2.1 Active Energy Load PerformancePower Factor Load Current (A) Current Dynamic Range (x
AN365AN365REV1 94.2.2 Reactive Energy Load PerformancePower Factor Load Current (A) Current Dynamic Range (x:1) Errorsin = 1120 1 -0.01%12 10 -0.03%1
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