Mathematical model and parametric uncertainty analysis of a hydraulic generating system

  • Xu, Beibei; 
  • Chen, Diyi; 
  • Patelli, Edoardo; 
  • Shen, Haijun; 
  • Park, Jae-Hyun
Citations

WEB OF SCIENCE

26
Citations

SCOPUS

29

초록

Conversion efficiency and unit vibration are two important indexes in evaluating the stability of hydraulic generating systems (HGSs). Most of related studies have been carried out in the deterministic theory framework. As running times of HGS increased, understanding uncertainties and limitations of model parameters are important for accurate modeling and stability evaluation. In this study, first, we establish an integrated model of a HGS by proposing unbalanced hydraulic forces based on the Kutta-Zhoukowski assumption. Second, global sensitivity and parametric interactions for conversion efficiency and unit vibration are investigated based on this model. Finally, the novel unified model is verified with two conventional models. This integrated and accurate mathematical model is a major advance in the diagnosis and prediction of failures in hydropower operation. (C) 2018 Elsevier Ltd. All rights reserved.

키워드

Hydraulic generating systems; Parametric uncertainty; Global sensitivity; Conversion efficiency; Unit vibration; TURBINE GOVERNING SYSTEM; DYNAMIC-ANALYSIS; SENSITIVITY-ANALYSIS; HYDROPOWER STATION; STABILITY ANALYSIS; SURGE TANKS; PENSTOCK
제목
Mathematical model and parametric uncertainty analysis of a hydraulic generating system
저자
Xu, Beibei; Chen, Diyi; Patelli, Edoardo; Shen, Haijun; Park, Jae-Hyun
DOI
10.1016/j.renene.2018.09.095
발행일
2019-06
유형
Article
저널명
Renewable Energy
권
136
페이지
1217 ~ 1230