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- W2169731023 abstract "The statistical discrete gust (SDG)-power spectral density overlap of y = 10.4A claimed by J. G. Jones, and verified by B. Perry III, A. S. Pototzky, and J. A. Woods, does exist. The analytical results consist of numerical substantiation of specific aircraft models. The claim is valid up to approximately ±10% about the 10.4 factor. This article presents a mathematically rigorous proof from basic principles without specific aircraft models and very restricted gust shapes. By invoking Chebyshev's inequality, the extension to ymax = 25-150A for true design gust loads becomes a reality to complete the holistic proof. This article also introduces the allencompassing fractal geometry representation of turbulence that uses their respective Hausdorff (fractal) dimensions to derive all known spectral shapes. A sample case explains the obvious impacts from these different shapes on gust load exceedance. A two-tier approach proposes concrete changes in FAR 25 requirements. Realistic assessment of SDG method's role in gust load analysis points out some of its shortcomings and virtues." @default.
- W2169731023 created "2016-06-24" @default.
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- W2169731023 date "1995-05-01" @default.
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- W2169731023 title "Statistical discrete gust-power spectral density methods overlap - Holistic proof and beyond" @default.
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- W2169731023 doi "https://doi.org/10.2514/3.46757" @default.
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