US2013346004A1PendingUtilityA1

Phase-locked loop

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Assignee: ABB AGPriority: Feb 25, 2011Filed: Aug 26, 2013Published: Dec 26, 2013
Est. expiryFeb 25, 2031(~4.6 yrs left)· nominal 20-yr term from priority
G01R 15/04H01C 7/00H03L 7/087H01C 13/02H02M 5/06H02M 3/06H01C 17/23
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Claims

Abstract

A phase-locked loop is provided for estimating a phase angle of a three-phase reference signal. The phase-locked loop includes a device for calculating an estimated first state and an estimated second state at a fundamental frequency on the basis of the reference signal and the estimated fundamental frequency, a device for calculating a fundamental positive sequence component of the reference signal on the basis of the first state and the second state, a device for calculating a direct component and a quadrature component in a reference frame synchronous with the phase angle on the basis of the fundamental positive sequence component and an estimated phase angle, and a device for determining estimates of the estimated fundamental frequency and the estimated phase angle on the basis of the quadrature component.

Claims

exact text as granted — not AI-modified
What is claimed is: 
     
         1 . A phase-locked loop for estimating a phase angle of a three-phase reference signal, wherein the phase-locked loop comprises:
 means for calculating an estimated first state and an estimated second state of a model of an unbalanced three-phase system at a fundamental frequency of the reference signal on the basis of the reference signal and an estimated fundamental frequency, wherein the model comprises a first state representing a sum of a positive and a negative sequence component of the reference signal at a harmonic frequency, and a second state representing a difference between the positive sequence component and the negative sequence component;   means for calculating a fundamental positive sequence component of the reference signal on the basis of the estimated first state and the estimated second state;   means for calculating a direct component and a quadrature component in a rotating reference frame synchronous with the estimated phase angle on the basis of the fundamental positive sequence component and an estimated phase angle;   means for determining an estimate of an amplitude of the fundamental positive sequence component on the basis of the direct component; and   means for determining estimates of the estimated fundamental frequency and the estimated phase angle on the basis of the quadrature component.   
     
     
         2 . A phase-locked loop according to  claim 1 , wherein the phase-locked loop comprises:
 means for extracting harmonic contents of the reference signal at least at one harmonic frequency other than a fundamental harmonic frequency of the reference signal on the basis of the reference signal, the estimated fundamental frequency, and the model of an unbalanced three-phase system, and   means for compensating for the reference signal on the basis of the extracted harmonic content.   
     
     
         3 . A phase-locked loop according to  claim 1 , wherein the phase locked loop comprises:
 means for calculating a fundamental negative sequence component of the reference signal on the basis of the estimated first state and the estimated second state of the model of an unbalanced three-phase system.   
     
     
         4 . A phase-locked loop according  claim 3 , wherein the means for determining estimates of the estimated fundamental frequency and the estimated phase angle comprise a controller minimizing the magnitude of the quadrature component. 
     
     
         5 . A phase-locked loop according to  claim 4 , wherein the controller comprises a PI controller and the estimated fundamental frequency is obtained directly from an integrating part of the PI controller. 
     
     
         6 . A phase-locked loop according to  claim 2 , wherein the means for extracting the harmonic contents and the means for compensating for the reference signal are configured to be disabled if harmonic distortion does not exceed a set limit. 
     
     
         7 . A method for estimating a phase angle of a three-phase reference signal, the method comprising:
 calculating an estimated first state and an estimated second state of a model of an unbalanced three-phase system at a fundamental frequency of the reference signal on the basis of the reference signal and an estimated fundamental frequency, wherein the model comprises a first state representing a sum of a positive and a negative sequence component of the reference signal at a harmonic frequency, and a second state representing a difference between the positive sequence component and the negative sequence component;   calculating a fundamental positive sequence component of the reference signal on the basis of the estimated first state and the estimated second state;   calculating a direct component and a quadrature component in a rotating reference frame synchronous with the estimated phase angle on the basis of the fundamental positive sequence component and an estimated phase angle;   determining an estimate of an amplitude of the fundamental positive sequence component on the basis of the direct component; and   determining estimates of the estimated fundamental frequency and the estimated phase angle on the basis of the quadrature component.

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