Page 231 - Power Quality in Electrical Systems
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Power Quality Measurements  213

          Next, we’ll look at the power factor. The data acquisition system cal-
        culated a power factor of 0.9, which means the angle between voltage
        and current is
                                      1
                                 cos (0.9)   25.8
          However, we know that the actual angle is 5 degrees more (due to the
        error in phase shift from the CT). Therefore, the actual power factor is

                              PF   cos( 30.8)   0.86

          We now find the real power:

                       P   (PF)(S)   (0.86)(10 kVA)   8.6 kW
          Next, we find the reactive power:

                                          2
                                    2
                            Q 5 2S 2 P 5 5.1 kVAr
          The result is that a relatively small phase shift can result in large cal-
        culation errors.


        Summary
        In this chapter, we have discussed some of the subtleties of power-qual-
        ity measurement, including selection of the proper measurement equip-
        ment. A successful power-quality measurement involves choosing the
        proper measurement tool, and using it correctly.


        References
        [14.1] J. Williams and T. Owen, “Performance Verification of Low Noise, Low Dropout
             Regulators,” Linear Technology Application Note 83, March 2000. Available on the
             Web at http://www.linear.com/pc/downloadDocument.do?navId H0,C1,C1003,
             C1040,D4172.
        [14.2] IEEE, “IEEE Recommended Practices and Requirements for Harmonic Control in
             Electrical Power Systems,” IEEE Std. 519-1992, revision of IEEE Std. 519–1981.
        [14.3] Dranetz-BMI, The Dranetz-BMI Field Handbook for Power Quality Analysis, 1998
        [14.4] B. Boulet, L. Karar, and J. Wikston, “Real-Time Compensation of Instrument
             Transformer Dynamics Using Frequency-Domain Interpolation Techniques,” IEEE
             Instrument and Measurement Technology Conference, May 19–21, 1997, pp. 285–290.
        [14.5] V. Kumar, P. S. Kannan, T. D. Sudhakar, and B. A. Kumar, “Harmonics and
             Interharmonics in the Distribution System of an Educational Institution—A Case
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        [14.6] IEEE, “IEEE Standard Conformance Test Procedures for Instrument Transformers,”
             IEEE Standard C57.13.2-1991, published by the Institute of Electrical and
             Electronics Engineers.
        [14.7] ____, “IEEE Standard Requirements for Instrument Transformers,” IEEE Std.
             C57-13-1993, published by the Institute of Electrical and Electronics Engineers.
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