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Mechanical Systems and Signal Processing· 2026Q1

Gergi kablolar için pasif anahtarlamalı sönümleyicilerin kapalı formda optimum tasarımı

Closed-form optimal design of passive switching dampers for stay cables

Sheng Chen, Wenxi Wang, Gao Ma, Shixing Zhao ve diğerleri

Kısa özet

Yeni bir pasif anahtarlamalı gergi kablosu sönümleyicisi, sensör veya güç gerektirmeden mekanik olarak yüksek ve düşük sönümleme durumları arasında geçiş yaparak, klasik lineer viskoz sönümleyicilere kıyasla çoklu frekans uyarımında tepe yer değiştirme zarfında %26,67'lik bir azalma sağlamaktadır.

Yapay zekâ ile başlık ve abstract'tan üretildi; tam metin okunmaz.

Özet (abstract)

Near-anchor linear viscous dampers for stay cables are constrained by the small local motion available for energy dissipation. This study proposes a passive switching damper that mechanically alternates between high- and low-damping states according to motion direction, without sensors, controllers, or external power. A first-harmonic reduction separates the non-smooth switching force into equivalent viscous and displacement-related components. Combined with complex-eigenvalue analysis, this representation yields the first-harmonic equivalent added modal damping ratio and a closed-form optimum for the high-state damping coefficient at a prescribed near-anchor location, while recovering the classical linear viscous damper (LVD) limit when the two damping states coincide. A detailed A10 stay-cable model is used to assess the analytical design against the fixed classical target-mode LVD under free decay, primary resonance, multi-frequency excitation, and stochastic aerodynamic loading. Without parameter retuning, the proposed damper reduces the maximum full-cable peak-displacement envelope by 26.67% under the prescribed three-frequency excitation. Across ten stochastic realizations, it reduces the mean mid-span RMS response by 31.40% relative to the LVD. Component tests at five excitation frequencies demonstrate passive two-state switching. A globally calibrated two-state force model achieves a mean normalized root-mean-square error (NRMSE) of 5.5%, compared with 14.6% for the linear viscous baseline. These component tests characterize local switching and force behavior rather than full-scale cable performance.

Yazarların özeti; kaynağından alınmıştır. Mechanical Systems and Signal Processing, 2026 · DOI ↗

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