CN

Mingyu YanYAN MINGYU

研究员(自然科学)    Supervisor of Doctorate Candidates    Supervisor of Master's Candidates

  • Professional Title:研究员(自然科学)
  • Gender:Male
  • Status:Employed
  • Department:School of Electrical and Electronic Engineering
  • Education Level:Postgraduate (Doctoral)
  • Degree:Doctoral Degree in Engineering

Paper Publications

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Data-driven risk-averse two-stage optimal stochastic scheduling of energy and reserve with correlated wind power

Release time:2020-01-01
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Journal paper
Document Code:
19244970
First Author:
Xiaoyuan Xu
Correspondence Author:
Mohammad Shahidehpour
Co-author:
Zheng Yan,Zhiyi Li,Mingyu Yan,Xiangrui Kong
Journal:
IEEE Transactions on Sustainable Energy
Included Journals:
SCI
Place of Publication:
United States
Discipline:
Engineering
First-Level Discipline:
Electrical Engineering
Document Type:
J
Volume:
11
Issue:
1
Page Number:
436-447
ISSN No.:
1949-3029
Key Words:
Wind power, correlation, uncertainty, data-driven optimization, integrated energy and reserve dispatch
DOI number:
10.1109/TSTE.2019.2894693
Date of Publication:
2020-01-01
Impact Factor:
8.31
Abstract:
This paper proposes a data-driven optimization method to solve the integrated energy and reserve dispatch problem with variable and correlated renewable energy generation. The proposed method applies the kernel density estimation to establish an ambiguity set of continuous multivariate probability distributions and the optimization model for the integrated dispatch is formulated as a combination of stochastic and robust optimization problems. First, a risk-averse two-stage stochastic optimization model is formulated to hedge the distributional uncertainty. Next, the second-stage worst case expectation is evaluated, using the equivalent model reformulation, as a combination of conditional value-at-risk (CVaR) and the extreme cost in the worst case scenario. The CVaR is calculated using a scenario-based stochastic optimization problem. After describing the wind power correlation in ellipsoidal uncertainty sets, the robust optimization problem for finding the worst case cost is cast into a mixed-integer second-order cone programming problem. Finally, the column-and-constraint generation method is employed to solve the proposed risk-averse two-stage problem. The proposed method is tested on the 6-bus and IEEE 118-bus systems and validated by comparing the results with those of conventional stochastic and robust optimization methods.
Links to published journals:
https://ieeexplore.ieee.org/abstract/document/8625475