Vibrations of a Taut Cable With an External Damper

By S. Krenk. 2000

333 citations recorded by the source corpus.

Subfields: Control and Systems Engineering, Mechanics of Materials

View Paper: https://www.semanticscholar.org/paper/52dc3545d18d6be2b9c2a4d47806aa09f0f52016

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Control and Systems Engineering

1. J. Main
2. David James Wagg
3. Simon A. Neild
4. I. Lazar
5. N. P. Jones

In Mechanics of Materials

1. J. Main
2. N. P. Jones
3. Simon A. Neild
4. David James Wagg
5. I. Lazar

Citations in the corpus

• Free Vibrations of Taut Cable with Attached Damper. I: Linear Viscous Damper (2002, methodology): “Substituting the optimal clamping ratio of Θci=1/2 into (29) reveals that the optimal value of modal damping is achieved when κ = π—2 ≈ 0.101, as determined by Krenk (2000).”
• Semiactive Damping of Cables with Sag (2003, background): “Krenk (2000) obtained explicit asymptotic results for the optimal damping coefficients, developing an analytical solution for the design curve.”
• Efficiency and tuning of viscous dampers on discrete systems (2005, positive): “More recently Krenk [12] developed a corresponding formulation for the damped vibrations of continuous systems.”
• Vibration suppression of cables using tuned inerter dampers (2016, methodology): “A similar plot is shown in [8], based on an asymptotic solution of the cable frequency equation.”