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https://doi.org/10.5194/wes-2025-103
https://doi.org/10.5194/wes-2025-103
26 Jun 2025
 | 26 Jun 2025
Status: this preprint is currently under review for the journal WES.

A numerical framework for optimal trade-offs between land use and LCOE using efficient, blockage-aware multi-fidelity methods

Cory Frontin, Jeff Allen, Christopher J. Bay, Jared Thomas, Ethan Young, and Pietro Bortolotti

Abstract. This paper introduces a novel approach to efficiently estimate the annual energy production (AEP) of a wind farm. The numerical predictions are generated thanks to a multi-fidelity model that combines a classical low-fidelity wake engineering solver with a mid-fidelity computational fluid dynamic solver. The novel setup is not only faster than conventional approaches but is also capable of estimating the AEP of tightly spaced wind farms. Using this approach, we explore the trade-off between land use and levelized cost of energy (LCOE) for a wind farm made of 25 turbines. The results of this study, which ignore impact the layout sensitivity of fatigue loads and their incumbent effect on costs, quantify the penalty on LCOE performance that can be paid to restrict the land use of a wind farm. The results also exhibit the novel capabilities of our approach for multi-fidelity wind farm design to avoid false optima according to incomplete representations of the relevant physical phenomena.

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Cory Frontin, Jeff Allen, Christopher J. Bay, Jared Thomas, Ethan Young, and Pietro Bortolotti

Status: open (until 24 Jul 2025)

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Cory Frontin, Jeff Allen, Christopher J. Bay, Jared Thomas, Ethan Young, and Pietro Bortolotti
Cory Frontin, Jeff Allen, Christopher J. Bay, Jared Thomas, Ethan Young, and Pietro Bortolotti
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Short summary
Wind farms produce energy and to do so have to occupy a non-trivial amount of space. Understanding how much energy a proposed wind farm will make (and at what cost) is technically challenging, especially when turbines are packed closely together. Plus, there's a key tradeoff in how much space a farm occupies and how cheap the energy it can produce might be: less space means more costly energy. This work shows an novel way to run computational simulations efficiently to understand that tradeoff.
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