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Limit Cycle Prediction for a Multi-Degree-of-Freedom System with a Freeplay Non-Linearity
Andrew Lewis
School of Physics, Engineering & Computer Science
Materials and Structures
Centre for Engineering Research
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Dive into the research topics of 'Limit Cycle Prediction for a Multi-Degree-of-Freedom System with a Freeplay Non-Linearity'. Together they form a unique fingerprint.
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Keyphrases
Aeroelasticity
33%
Analytical Results
33%
Fast Fourier Transform Analysis
33%
Floquet Analysis
66%
Floquet multipliers
33%
Free Play
33%
Freeplay Nonlinearity
100%
Hardening Nonlinearity
33%
Harmonic Components
33%
Integro-differential Equations
33%
Limit Cycle
100%
Limit Cycle Amplitude
33%
Limit Cycle Stability
33%
Limit-cycle Prediction
100%
Mathieu Equation
33%
Multi-degree-of-freedom System
100%
Numerical Integration
33%
Stable Manifold
33%
Structural Nonlinearity
33%
Unstable Limit Cycle
33%
Engineering
Analytical Result
12%
Considered System
12%
Degree of Freedom
100%
Fast Fourier Transform
12%
Fourier Transform
12%
Freedom System
100%
Harmonic Component
12%
Limit Cycle
100%
Mathieu Equation
12%
Nonlinearity
100%
Numerical Integration
12%
Simplest Case
12%
Stable Manifold
12%