气动脚轮垂直振动理论的提出与评估

Tetsunoshin Ito, M. Nazari, Kazuaki Inaba
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引用次数: 0

摘要

城市化和人类发展增加了地震风险。因此,工程师需要开发新的、更有效的技术来保护人类和物体免受地震带来的灾难性后果。在过去的十年中,气动脚轮作为有效的地震振动控制装置得到了广泛关注和应用。虽然这种主动隔离系统在减轻水平输入振动方面表现良好,但如果设计不当,可能会导致过度的摇摆运动。这一事实强调了探索空气隔震系统垂直动态特性的重要性。为了获得这样的认识,本研究探讨并提出了空气脚轮系统的垂直刚度和阻尼公式。研究还探讨了此类系统垂直刚度和阻尼的理论解决方案。此外,还进行了考虑到流体与结构相互作用的计算机模拟,以了解支撑空气层的动态行为。通过比较结果,验证了在所考虑的模拟范围内提出的动态量。研究还得出结论,代表气室压力的瞬时空气层厚度和轴承进口流量是决定空气层动态特性的关键因素。由此得出结论,为了评估空气脚轮隔震装置的性能,提高合格隔震性能的概率,有必要研究与空气脚轮隔震系统等效的等效弹簧-阻尼系统的粘性阻尼系数和弹簧常数与哪些参数有很大关系。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Proposal and Evaluation of Vertical Vibration Theory of Air Caster
Urbanization and human development have increased the exposure of seismic risk. Therefore, engineers need to develop new and more efficient technologies to protect people and objects from the disastrous consequences of earthquakes. Air casters have gained attention and have been utilized in the past decade as effective seismic vibration control devices. Although such active isolation systems perform well in mitigating horizontal input vibrations, they might cause excessive rocking motions, if not designed properly. This fact emphasizes the importance of exploring the vertical dynamic properties of air isolation systems. To gain such an understanding, this research examines and proposes a formula for the vertical stiffness and damping of air caster systems. Theoretical solutions to the vertical stiffness and damping of such systems have been explored. Computer simulations considering fluid-structure interaction have also been performed to understand the dynamic behavior of the supporting air layer. Results have been compared to validate the proposed dynamic quantities within the considered simulation range. It is also concluded that the instantaneous air layer thickness, representing the air chamber pressure, and the bearing inlet flow rate are the key factors in determining the dynamic properties of the air layer. It is concluded that to evaluate the performance of the air caster seismic isolation device and increase the probability that the qualified seismic isolation performance will be exhibited, it is necessary to investigate which parameters are greatly involved in the viscous damping coefficient and the spring constant of  amass-spring-damper system equivalent to the air caster isolation system.
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