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Optimal design of renewable energy certificate multipliers using an LCOE-Integrated AHP model: A case study of South Korea

Authors
Cho, SangminKim, JinsooLim, Deokoh
Issue Date
May-2024
Publisher
Pergamon Press Ltd.
Keywords
Renewable energy certificate; Renewable policy; Levelized cost of electricity; Analytic hierarchy process; Optimal renewable energy portfolio; Korean renewable energy market
Citation
Renewable Energy, v.226, pp 1 - 12
Pages
12
Indexed
SCIE
SCOPUS
Journal Title
Renewable Energy
Volume
226
Start Page
1
End Page
12
URI
https://scholarworks.bwise.kr/hanyang/handle/2021.sw.hanyang/204580
DOI
10.1016/j.renene.2024.120386
ISSN
0960-1481
1879-0682
Abstract
Finding and developing a reasonable design for renewable energy certificate (REC) systems is essential for societies to realize their policy goal of establishing optimal renewable energy portfolios and to minimize the controversy that surrounds REC multipliers. However, it is challenging to assess the adequacy of REC multipliers on a logical and quantitative basis. To fill this gap, we develop a levelized cost of electricity (LCOE)-integrated analytic hierarchy process (AHP) model as a quantitative method for identifying and analyzing appropriate REC multipliers. Our model prioritizes cost-effectiveness and social concerns as the two core factors of consideration in determining REC multipliers, and then quantitatively analyzes each using the LCOE and AHP methods. We also present results of analysis applying the proposed model for the Korean REC market. Our findings reflect the renewable energy market conditions and policy objectives in Korea, while revealing related needs such as the long-term policy objective of ensuring stability of power supply. The Korean government recently revised the REC multipliers adopting the results from our model, and in consideration of overall government policy, the diverse interests of stakeholders, and the need to ensure institutional consistency and market stability.
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COLLEGE OF ENGINEERING (DEPARTMENT OF EARTH RESOURCES AND ENVIRONMENTAL ENGINEERING)
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