Rajesh Kumar Thakur, Vivek Agarwal and Paluri S. V. Nataraj. A Reliable and Accurate Calculation of Excitation Capacitance Value for an Induction Generator Based on Interval Computation Technique. International Journal of Automation and Computing, vol. 8, no. 4, pp. 429-436, 2011. DOI: 10.1007/s11633-011-0600-6
Citation: Rajesh Kumar Thakur, Vivek Agarwal and Paluri S. V. Nataraj. A Reliable and Accurate Calculation of Excitation Capacitance Value for an Induction Generator Based on Interval Computation Technique. International Journal of Automation and Computing, vol. 8, no. 4, pp. 429-436, 2011. DOI: 10.1007/s11633-011-0600-6

A Reliable and Accurate Calculation of Excitation Capacitance Value for an Induction Generator Based on Interval Computation Technique

  • A squirrel cage induction generator (SCIG) offers many advantages for wind energy conversion systems but suffers from poor voltage regulation under varying operating conditions. The value of excitation capacitance Cexct is very crucial for the self-excitation and voltage build-up as well as voltage regulation in SCIG. Precise calculation of the value of Cexct is, therefore, of considerable practical importance. Most of the existing calculation methods make use of the steady-state model of the SCIG in conjunction with some numerical iterative method to determine the minimum value of Cexct. But this results in over estimation, leading to poor transient dynamics. This paper presents a novel method, which can precisely calculate the value of Cexct by taking into account the behavior of the magnetizing inductance during saturation. Interval analysis has been used to solve the equations. In the proposed method, a range of magnetizing inductance values in the saturation region are included in the calculation of Cexct, required for the self-excitation of a 3- induction generator. Mathematical analysis to derive the basic equation and application of interval method is presented. The method also yields the magnetizing inductance value in the saturation region which corresponds to an optimum Cexct(min)
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