Structural Dynamics and Aeroelasticity Research Laboratory

Our Research Vision

We develop novel computational models and analysis methods to investigate aeroelastic phenomena in the next generation of aerospace vehicles. 

We focus on both advancing the fundamental understanding of new configurations and supporting their design.

Images: Airbus, NASA, and Aurora

Our Research Areas

Modeling, analyzing, and simulating geometrically nonlinear aeroelastic systems

The quest for sustainable flight is driving new aerospace vehicle designs toward increasingly lightweight structures that experience larger aeroelastic deflections. These larger deflections introduce geometrical nonlinearities that invalidate the conventional linear approaches used for aeroelastic modeling, analysis, and simulation. To address this issue, we must establish trusted computational approaches that capture geometrical nonlinearities to understand their impacts on aeroelastic dynamics

Our current work in this area seeks to answer the following basic research questions:

We focus on both assessing the predictive capabilities of existing geometrically nonlinear approaches and developing new approaches to handle nonlinearity.

Our research in this area aligns with the ongoing research efforts under the frame of the AIAA Aeroelastic Prediction Workshop.

While we have primarily focused on geometrically nonlinear wings in low-speed or transonic flow, we are expanding our research to panels exposed to high-speed flows.

Related publications

Related presentations

Predicting flutter and limit-cycle oscillations in nonlinear aeroelastic systems

Flutter is a dynamic aeroelastic instability associated with the onset of diverging oscillations. This instability raises a significant concern in the design of aerospace vehicles, exacerbated by the push to develop advanced configurations for higher speeds, enhanced energy efficiency, or new missions (or all of the above). New configurations also present multiple sources of nonlinearity, making their flutter characteristics change with the equilibrium state and introducing the potential for periodic responses known as limit-cycle oscillations (LCOs). The flutter and LCO behaviors of nonlinear aeroelastic systems remain poorly understood due to the challenges in accurately predicting these phenomena at a computational cost suitable for systematic and extensive parameter space and operating envelope exploration.  

Our current work in this area seeks to answer the following basic research questions:

We focus on both developing scalable non-intrusive analysis methods and deploying these methods to investigate the flutter and LCO behaviors of specific applications.

Our research in this area is under the frame of the Georgia Tech Vertical Lift Research Center of Excellence.

Related publications

Related presentations

Integrating dynamic aeroelasticity into design optimization

The aeroelastic characteristics of aerospace vehicles are typically assessed late in the design phase, which can result in late-stage design changes leading to suboptimal performance, delayed production timelines, and increased costs. The field has made progress in integrating aeroelastic analyses into design optimization, which has the potential to mitigate the risk of late-stage design changes while enabling more advantageous tradeoffs between performance, aeroelastic requirements, and other design constraints. However, considering aeroelastic dynamics as design constraints remains a significant challenge due to the high computational costs of dynamic calculations, especially when nonlinear effects come into play. To address these issues, we must develop scalable aeroelastic constraints for (nonlinear) dynamic phenomena that meet the mathematical requirements of computationally efficient gradient-based optimization algorithms. These constraints will be pivotal in allowing us to mitigate undesired or produce desired aeroelastic dynamics early in the design phase and harness nonlinearity to enhance performance.

Our current work in this area seeks to answer the following basic research questions:

We focus on both developing constraint formulations and demonstrating their capabilities for specific applications. 

While we currently focus on flutter and LCOs in the presence of geometrical nonlinearities, we hope to broaden our research to other phenomena and nonlinear effects. 

Related publications

Our Journal Publications

2024

2023

2022

2021

2020

2019

2018

2017

2016

Our Conference Publications

2024

2023

2022 

2021

2020

2019

2018

2017

2015

Our Recent Talks

2024

2023