the Creative Commons Attribution 4.0 License.
the Creative Commons Attribution 4.0 License.
Method for using spectral flow data to predict vortex-induced vibration onset of static structures
Abstract. Spectral representations of vortex shedding behavior, such as airfoil data derived from computational fluid dynamics or experiment, can support the efficient identification of potential vortex-induced vibration onset. However, use of such data is hindered by the myriad of practical considerations required to scale, filter, and rank the risk of overlap between natural frequencies and shedding frequencies. This problem spans across Reynolds number, local angle of attack, and local skew angle, in addition to frequency harmonics, interpolation, and multi-body multi-element structures. The combinatorial scale of the problem additionally necessitates efficient numerical methods. This paper presents a reproducible, open-source framework with accompanying source code and a graphical user interface. With the improvements here, these problems can be addressed to enable the straightforward use of existing spectral datasets for arbitrary beam-type structures. We describe the methods, present a simple verification case, and exercise the method on a sample structure using a spectral airfoil dataset. The framework enables designers to readily navigate the complex space to identify, avoid, and include (via one-way coupling) the onset of vortex-induced vibration in their design workflows. Code, example datasets, and reproduction assets are openly released.
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Status: open (until 22 Feb 2026)
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CC1: 'Comment on wes-2025-248', Georg Raimund Pirrung, 19 Jan 2026
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AC1: 'Reply on CC1', Kevin Moore, 20 Jan 2026
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Georg,
 Thank you for reading our manuscript and for clarifying the scope and key conclusion of Grinderslev et al. (2022). We agree with your point that the 2022 study demonstrates multiple attainable limit-cycle amplitudes at a given frequency depending on initial conditions, and that investigating different frequencies or harmonics was not part of that work. Our current wording could be read as implying otherwise; we will revise it to reflect your finding accurately and to present any discussion of frequency/harmonic build-up as a broader possibility rather than a result shown in Grinderslev et al. (2022). We will also ensure that forced-motion sensitivity discussion is attributed specifically to Grinderslev et al. (2023).
Thank you as well for the corrected references. We will update the paper's references to those you provided.
Best regards,
Kevin MooreCitation: https://doi.org/10.5194/wes-2025-248-AC1
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AC1: 'Reply on CC1', Kevin Moore, 20 Jan 2026
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RC1: 'Comments on wes-2025-248', Anonymous Referee #1, 29 Jan 2026
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Please see the atacched file.Â
Model code and software
VorLap: Generalized Vortex Overlap Fluid Structure Interaction Prediction Code Kevin Moore et al. https://github.com/sandialabs/VorLap
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Dear authors,
Thank you for referring to our work on vortex-induced vibrations (Grinderslev et al., 2022 and 2023).Â
I just want to clarify, that in Grinderslev et al. 2022, we observed that different limit cycle amplitudes for oscillations at a given frequency can be reached depending on initial conditions.
Investigating different frequencies or harmonics was not part of that work. However, it could certainly be possible that vibrations at different frequencies would build up depending on initial conditions.
I also would like to correct the references to those articles, which should be:
Grinderslev C., Sørensen N.N., Pirrung G.R., Horcas S.G.: Multiple limit cycle amplitudes in high-fidelity predictions of standstill wind turbine blade vibrations, Wind Energy Sci., 7, pp. 2201-2213, https://doi.org/10.5194/wes-7-2201-2022, 2022
Grinderslev C., Houtin-Mongrolle F., Nørmark Sørensen N., Raimund Pirrung G., Jacobs P., Ahmed A., Duboc B.: Forced-motion simulations of vortex-induced vibrations of wind turbine blades – A study of sensitivities, Wind Energy Sci., 8, pp. 1625-1638, https://doi.org/10.5194/wes-8-1625-2023, 2023
Best regards,
Georg