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An energy-based approach to computing resonant nonlinear normal modes
M. E. King
,
A. F. Vakakis
Mechanical Science and Engineering
Aerospace Engineering
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peer-review
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Keyphrases
Nonlinear Normal Modes
100%
Energy-based Approach
100%
Internal Resonance
33%
Continuous-time Systems
16%
Solution of Equations
16%
Modal
16%
Higher-order Terms
16%
Energy-based
16%
Resonance Condition
16%
Equation Set
16%
Natural Frequency
16%
Asymptotic Solution
16%
Commensurable
16%
Two-degree-of-freedom System
16%
Discrete System
16%
Linear Expansion
16%
Modal Interaction
16%
Modal Coordinates
16%
Clamped Beam
16%
Canonical Formulation
16%
Engineering
Normal Modes
100%
Internal Resonance
33%
Continuous System
16%
Nonlinear Response
16%
Two Degree of Freedom
16%
Freedom System
16%
Discrete Systems
16%
Linear Expansion
16%
Resonant Frequency
16%
Mathematics
Normal Modes
100%
Continuous System
16%
Asymptotics
16%
Natural Frequency
16%
Nonlinear Response
16%
Degree of Freedom
16%
Biochemistry, Genetics and Molecular Biology
Solution and Solubility
100%