TB 26-08 Complex Modes in Lightly Damped Structural Systems: A Two-Mode Interaction Perspective ...Middle East

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TB 26-08 Complex Modes in Lightly Damped Structural Systems: A Two-Mode Interaction Perspective

For more information, contact Joel W. Sills, Langley Research Center, [email protected]

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    Why Complex Modes Can Appear at Low Damping Classical modal analysis often treats lightly damped structures as nearly proportional systems with real mode shapes. That interpretation can become misleading when two modes are closely spaced. In modal coordinates, nonproportional damping introduces an off-diagonal coupling term ε. The relevant question is therefore not simply whether damping is small, but whether the coupling is large relative to the baseline half-frequency separation δ=(ω2 -ω1 )/2.

    Reduced Perturbation FrameworkFor a closely spaced pair, define the central eigenvalue λ0 ≈-ζω +iω and write the coupled eigenvalues as λ1,2=λ0 ±s. Under lightdamping and close-mode asymptotic assumptions, the local quartic eigenvalue problem reduces to s²=ε²/4-δ². This single relation determines the direction of eigenvalue separation in the complex plane, as summarized in Figure. 1. For 0

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