@inproceedings{hua-zha-sha-17-aa-newton,
  author = {Weida Huang and Yan Zhang and Zhenguo Shao},
  booktitle = {Proc. 43rd Annual Conference of the IEEE Industrial Electronics Society (IECON 2017)}, 
  title = {{Newton}-{Raphson} Interval Harmonic Power Flow Based on Affine Arithmetic}, 
  year = 2017,
  volume = {},
  number = {},
  pages = {6093-6098},
  doi = {10.1109/IECON.2017.8217058},
  month = oct,
  comment = {Use in Newton-Raphson?},
  abstract = {Interval harmonic power flow can take into account the uncertainty of distributed generation, and obtain the interval results including all possible harmonic current solutions. In this paper, affine arithmetic is used to reduce the conservatism, which is a shortcoming of interval arithmetic, and a Newton-Raphson harmonic current iterative equation is established in affine form. By the equal value at both ends of the equation, the coefficients of noise element in affine correction quantities are solved one by one, and in this case, the complex performance of Interval affine matrix inversion can be avoided. The interval arithmetic method proposed in this paper is proved to be complete enough and less conservative compared to the Monte Carlo method with IEEE-30 node example.}
}