Keegan Moore

Assistant Professor

University of Nebraska - Lincoln

United States

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Keegan Moore is an Assistant Professor at the University of Nebraska-Lincoln, United States. His research focuses on nonlinear dynamics, data-driven methods for identifying equations of motion, and vibration mitigation in various structures. Recent publications include work on smart modal hammers and energy transfer systems, emphasizing the application of advanced techniques for studying and mitigating vibration in engineering systems.

Articles (16)

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2025

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2025

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2025

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2024

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2024

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2024

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2022

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2022

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2022

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2022

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2022

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2022

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2022

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2022

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2022

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2021

Collaborators (3)

Gabriela Yáñez González

University of Nebraska - Lincoln

UNITED STATES

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Christoph Schwingshackl

Imperial College London

UNITED KINGDOM

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Debasish Jana

Assistant Professor

Colorado State University

UNITED STATES

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Keegan Moore

Research Interests

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Articles (16)

Weak-form modified sparse identification of nonlinear dynamics

A data-driven, energy-based approach for identifying equations of motion in vibrating structures directly from measurements

Data-Driven Method for Nonlinear Modal Interaction Identification in Fighter Aircraft

Vibration mitigation of a model aircraft with high-aspect-ratio wings using two-dimensional nonlinear vibration absorbers

Smart Automatic Modal Hammer: Predictor–Corrector Approach for Accurate Excitation of Dynamical Systems

Enhanced adaptive linear chirplet transform for crossing frequency trajectories

Low-to-high frequency targeted energy transfer using a nonlinear energy sink with softening-hardening nonlinearity

Energy isolation in a multi-floor nonlinear structure under harmonic excitation

An Open-Source, Scalable, Low-Cost Automatic Modal Hammer for Studying Nonlinear Dynamical Systems

Hidden Markov Model based Stochastic Resonance and its Application to Bearing Fault Diagnosis

Dynamic interactions between two axially aligned threaded joints undergoing loosening

Measurement and identification of the nonlinear dynamics of a jointed structure using full-field data, Part I: Measurement of nonlinear dynamics

Measurement and identification of the nonlinear dynamics of a jointed structure using full-field data; Part II - Nonlinear system identification

Box-cox-sparse-measures-based blind filtering: Understanding the difference between the maximum kurtosis deconvolution and the minimum entropy deconvolution

Component-scaled signal reconstruction for enhanced noise filtration

On nonlinear energy flows in nonlinearly coupled oscillators with equal mass

Collaborators (3)

Gabriela Yáñez González

Christoph Schwingshackl

Debasish Jana

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