A Procedure for Flutter Analysis with Nonlinear Experimental Modal Parameters

GVT are conducted to identify structural modal models which are used afterwards either to validate an existing numerical model or to establish a mathematical substitute model for further analysis, e.g. as input for flutter analysis. The use of experimental substitute models is not based on modelling assumptions. However, the system identification methods applied to the test data are based on the assumptions of linear and time-invariant systems (LTI). Most often nonlinear effects are observed with aerospace structures in a GVT. This would also affect the results of flutter analysis and critical flutter speeds. However, considering nonlinear effects in the analysis model and subsequent nonlinear simulations might not be feasible shortly before the first flight. This work proposes a procedure to perform flutter analysis in time domain with a nonlinear mathematical substitute model, which can be derived from experimental data.

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Publication Details

Published
2025-08-25
DOI
https://doi.org/10.82439/ceas-ifasd-2024-077
Primary Topic
Geography Education and Pedagogy
Type
article
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article

A Procedure for Flutter Analysis with Nonlinear Experimental Modal Parameters

Geography Education and Pedagogy
article

A Procedure for Flutter Analysis with Nonlinear Experimental Modal Parameters

article en

Abstract

GVT are conducted to identify structural modal models which are used afterwards either to validate an existing numerical model or to establish a mathematical substitute model for further analysis, e.g. as input for flutter analysis. The use of experimental substitute models is not based on modelling assumptions. However, the system identification methods applied to the test data are based on the assumptions of linear and time-invariant systems (LTI). Most often nonlinear effects are observed with aerospace structures in a GVT. This would also affect the results of flutter analysis and critical flutter speeds. However, considering nonlinear effects in the analysis model and subsequent nonlinear simulations might not be feasible shortly before the first flight. This work proposes a procedure to perform flutter analysis in time domain with a nonlinear mathematical substitute model, which can be derived from experimental data.

Deutsches Zentrum für Luft- und Raumfahrt e. V. (DLR) (DE)
Openalex Percentile: Top 37%
Geography Education and Pedagogy
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