Non-stationary resonance mechanism of non-uniform elevator traction strings based on space time finite element method

To investigate the mechanism underlying ‘sway-and-hit’ vibration risk of traction strings in super-high-rise elevators under mechanical degradation and non-stationary operation, an ALE-based Space Time Finite Element Method (STFEM) model is developed. A variable-density axially moving string model couples localized mass loss with stiffness degradation through a first-order evolution function. Using an Arbitrary Lagrangian-Eulerian (ALE) strategy and isoparametric mapping, time-varying material-following system matrices are derived for S-curve trajectories. Stiffness degradation drives a nonlinear frequency drift toward the low-frequency range and disrupts the car’s modal-tuning action. The prolonged dwell during S-curve deceleration enables wind-load energy accumulation and severe beat vibration. The resulting degradation-acceleration response surface provides a conditional map for interpreting aging-elevator vibration risk.

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Publication Details

Journal
Journal of the Chinese Institute of Engineers
Published
2026-11-04
DOI
https://doi.org/10.1080/02533839.2026.2752233
Primary Topic
Elevator Systems and Control
Type
article
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article

Non-stationary resonance mechanism of non-uniform elevator traction strings based on space time finite element method

Yuteng He, Enwei Chen, Yimin Lu, Pin Chen et al.
Journal of the Chinese Institute of Engineers
Elevator Systems and Control
article

Non-stationary resonance mechanism of non-uniform elevator traction strings based on space time finite element method

Yuteng He, Enwei Chen, Yimin Lu, Pin Chen, Jingsi Li
article en

Abstract

To investigate the mechanism underlying ‘sway-and-hit’ vibration risk of traction strings in super-high-rise elevators under mechanical degradation and non-stationary operation, an ALE-based Space Time Finite Element Method (STFEM) model is developed. A variable-density axially moving string model couples localized mass loss with stiffness degradation through a first-order evolution function. Using an Arbitrary Lagrangian-Eulerian (ALE) strategy and isoparametric mapping, time-varying material-following system matrices are derived for S-curve trajectories. Stiffness degradation drives a nonlinear frequency drift toward the low-frequency range and disrupts the car’s modal-tuning action. The prolonged dwell during S-curve deceleration enables wind-load energy accumulation and severe beat vibration. The resulting degradation-acceleration response surface provides a conditional map for interpreting aging-elevator vibration risk.

Journal of the Chinese Institute of Engineers
Hefei University of Technology (CN), Jiangsu Ocean University (CN)
Openalex Percentile: Top 19%
Elevator Systems and Control
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