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Physics

Bridge flutter

Wind couples bending and torsion in an illustrative bridge-section model. Compare subcritical decay with flutter above the calculated linear threshold and nonlinear amplitude limitation.

Bridge flutter — Actual application image
Actual application image

Try this

Raise wind above the computed stability boundary. Bending and torsion exchange work through aerodynamic coupling. An illustrative two-mode section, not a Tacoma reconstruction; deflection scale is exaggerated.

Equations used in the module
Equations
h″ + 2ζωh h′ + ωh² h = q θ − 0.4 h³ − 0.3 h² h′
θ″ + 2ζωθ θ′ + ωθ² θ = −q h − 0.4 θ³ − 0.3 θ² θ′
q = 0.003 U²; stability from Routh–Hurwitz quartic criterion

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