考虑热力耦合效应的非线性流体黏滞阻尼器等效分析方法

EQUIVALENT ANALYSIS METHOD OF THE NONLINEAR FLUID VISCOUS DAMPER CONSIDERING THE THERMO-MECHANICAL COUPLING EFFECT

  • 摘要: 流体黏滞阻尼器在运动过程中的耗能会以热能的形式储存于硅油中,导致其温度升高。该自发热效应会进一步影响硅油黏度,从而导致阻尼器力学性能发生改变。该文旨在揭示热力耦合效应对非线性黏滞阻尼器阻尼性能的作用机理和影响规律。从理论角度推导了简谐荷载下非线性黏滞阻尼器的自发热升温模式,并通过流体仿真验证了理论公式的准确性;通过滞回试验揭示了黏滞阻尼器的热力耦合机制,遵循热能-耗能等效原则,分别考虑简谐荷载和地震荷载,提出了基于滞回特性的黏滞阻尼器加载全过程等效阻尼系数计算方法;以单自由度体系为对象,通过时程分析探讨了不同强度和持时的地震作用下黏滞阻尼器的性能退化规律。研究结果表明:阻尼器近似于完全绝热容器,其运动过程中的升温与其耗能线性正相关;所提出的等效退化阻尼系数的计算方法可以较好地表征阻尼器的性能退化程度,其阻尼性能与温度间存在负相关指数函数关系;阻尼器的升温和性能退化程度与地震荷载的强度和持时之间存在超线性关系,有必要在长持时高强度荷载作用下对其热力耦合效应予以考虑。

     

    Abstract: The energy dissipated during the movement of a fluid viscous damper is stored in the silicone oil as heat, leading to an increase in temperature. This self-heating effect further influences the viscosity of the silicone oil, altering the mechanical performance of the damper. This study aims to reveal the mechanism and the impact of the thermo-mechanical effect on the damping performance of the nonlinear viscous damper. The self-heating mode of the nonlinear viscous damper under harmonic loads was theoretically derived and validated through fluid modeling. Cyclic tests were conducted to reveal the thermo-mechanical coupling effect of the viscous damper. A calculation approach was proposed based on the heat-energy equivalence principle, aiming to obtain the equivalent damping coefficient of the damper throughout the whole loading period of harmonic and seismic excitations. Based on a single-degree-of-freedom system, time history analyses were performed to investigate the performance degradation of the viscous damper under earthquakes with varying intensities and durations. The research results indicate that the damper behaves approximately like an adiabatic container, and that the temperature rise during its operation is linearly and positively correlated with its energy dissipation. The calculation method proposed for the equivalent degradation damping coefficient can characterize the degree of performance degradation of the damper, revealing a negative exponential function relationship between its damping performance and temperature. The temperature rise and degree of performance degradation of the damper demonstrate a super-linear relationship with the intensity and duration of the earthquake. It is crucial to consider the thermo-mechanical coupling effect under long-duration and high-intensity loads.

     

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