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Aeroelastic Analysis of Highly Flexible Wings with Linearized Frequency Domain Aerodynamics

Bret Stanford, Pawel Chwalowski, Kevin E. Jacobson

Open publisher page 10 citations

Abstract

View Video Presentation: https://doi.org/10.2514/6.2022-2188.vid Flutter analysis of configurations with geometric structural nonlinearities typically is done with time-domain analysis. The results from this process are computationally expen- sive and can yield cumbersome results that may be difficult to manage/interpret. Compared to time-domain methods, frequency-domain flutter analysis can provide additional insight into the characteristics of a flutter stability problem. By linearizing the aeroelastic prob- lem about the nonlinear equilibrium state, this work applies frequency-domain aeroelastic analysis to the Pazy wing, the subject of the Large Deformation Working Group in the Aeroelastic Prediction Workshop. Generalized aerodynamic forces (GAFs) are computed with both a doublet-lattice method and a computational fluid dynamics solver at a range of reduced frequencies as well as a range of dynamic pressures to account for the dependence of the mode shapes on the nonlinear equilibrium state. These GAFs are used in a p − k flutter solver, which is modified to handle the dependence of the stiffness matrix and GAFs on the dynamic pressure.

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What this paper is about

View Video Presentation: https://doi.org/10.2514/6.2022-2188.vid Flutter analysis of configurations with geometric structural nonlinearities typically is done with time-domain analysis. The results from this process are computationally expen- sive and can yield cumbersome results that may be difficult to manage/interpret. Compared to time-domain methods, frequency-domain flutter analysis can provide additional insight into the characteristics of a flutter stability problem. By linearizing the aeroelastic prob- lem about the nonlinear equilibrium state, this work applies frequency-domain aeroelastic analysis to the Pazy wing, the subject of the Large Deformation Working Group in the Aeroelastic Prediction Workshop. Generalized aerodynamic forces (GAFs) are computed with both a doublet-lattice method and a computational fluid dynamics solver at a range of reduced frequencies as well as a range of dynamic pressures to account for the dependence of the mode shapes on the nonlinear equilibrium state. These GAFs are used in a p − k flutter solver, which is modified to handle the dependence of the stiffness matrix and GAFs on the dynamic pressure.

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Available abstract

View Video Presentation: https://doi.org/10.2514/6.2022-2188.vid Flutter analysis of configurations with geometric structural nonlinearities typically is done with time-domain analysis. The results from this process are computationally expen- sive and can yield cumbersome results that may be difficult to manage/interpret. Compared to time-domain methods, frequency-domain flutter analysis can provide additional insight into the characteristics of a flutter stability problem. By linearizing the aeroelastic prob- lem about the nonlinear equilibrium state, this work applies frequency-domain aeroelastic analysis to the Pazy wing, the subject of the Large Deformation Working Group in the Aeroelastic Prediction Workshop. Generalized aerodynamic forces (GAFs) are computed with both a doublet-lattice method and a computational fluid dynamics solver at a range of reduced frequencies as well as a range of dynamic pressures to account for the dependence of the mode shapes on the nonlinear equilibrium state. These GAFs are used in a p − k flutter solver, which is modified to handle the dependence of the stiffness matrix and GAFs on the dynamic pressure.

Key concepts: Flutter, Aeroelasticity, Aerodynamics, Frequency domain, Solver, Nonlinear system, Aerodynamic force, Computer science

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