Niall Farrell

Senior Research Officer, Economic and Social Research Institute.



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Niall Farrell

Senior Research Officer, Economic and Social Research Institute.


Curriculum vitae


[email protected]


Adjunct Associate Professor, Trinity College, Dublin.

Podcast: At the Margin




Niall Farrell

Senior Research Officer, Economic and Social Research Institute.


[email protected]


Adjunct Associate Professor, Trinity College, Dublin.

Podcast: At the Margin



Specifying An Efficient Renewable Energy Feed-in Tariff


Journal article


Niall Farrell, M. Devine, William T. Lee, J. Gleeson, S. Lyons
The Energy Journal, 2017

Semantic Scholar DOI
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Cite

APA   Click to copy
Farrell, N., Devine, M., Lee, W. T., Gleeson, J., & Lyons, S. (2017). Specifying An Efficient Renewable Energy Feed-in Tariff. The Energy Journal.


Chicago/Turabian   Click to copy
Farrell, Niall, M. Devine, William T. Lee, J. Gleeson, and S. Lyons. “Specifying An Efficient Renewable Energy Feed-in Tariff.” The Energy Journal (2017).


MLA   Click to copy
Farrell, Niall, et al. “Specifying An Efficient Renewable Energy Feed-in Tariff.” The Energy Journal, 2017.


BibTeX   Click to copy

@article{niall2017a,
  title = {Specifying An Efficient Renewable Energy Feed-in Tariff},
  year = {2017},
  journal = {The Energy Journal},
  author = {Farrell, Niall and Devine, M. and Lee, William T. and Gleeson, J. and Lyons, S.}
}

Abstract

Commonly-employed Feed-in Tariff (FiT) structures result in either investors or policymakers incurring all market price risk. This paper derives efficient pricing formulae for FiT designs that divide market price risk amongst investors and policymakers. With increasing deployment and renewable energy policy costs, a means to precisely apportion this risk becomes of greater importance. Option pricing theory is used to calculate efficient FiT prices and expected policy cost when investors are exposed to elements of market price risk. Expected remuneration and policy cost is equal for all FiTs while policymaker and investor exposure to uncertain market prices differs. Partial derivatives characterise sensitivity to unexpected deviations in market conditions. This sensitivity differs by FiT type. The magnitudes of these effects are quantified using numerical examples for a stylised Irish case study. Based on these relationships, we discuss the conditions under which each policy choice may be preferred.


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