首页|具有T形截面的U形钢板阻尼器滞回性能理论分析与数值模拟

具有T形截面的U形钢板阻尼器滞回性能理论分析与数值模拟

扫码查看
U形钢板阻尼器具有耗能能力良好、能够依靠自身变形耗能,以及性能稳定、制作方便、价格低廉等优点,但是也存在初始刚度小和承载能力低的问题.为此,提出一种具有T形截面的U形金属屈服阻尼器(简称阻尼器).基于虚功原理和卡斯蒂利亚诺第二定理,建立了阻尼器的屈服承载力和初始刚度理论公式.基于非线性混合强化本构模型和三维延性断裂准则,建立了考虑材料延性断裂的阻尼器有限元模型.重点考察了阻尼器的刚度、屈服承载力、耗能能力和破坏模式等.通过参数分析量化了几何尺寸等参数对阻尼器力学性能的影响.研究表明,阻尼器在刚度、屈服承载力及耗能能力等方面与U形阻尼器相比都有明显的提高.阻尼器T形截面的腹板宽度和高度、翼缘宽度和厚度对阻尼器的力学性能都有显著的影响.
Theoretical Analysis and Numerical Simulation on the Hysteretic Behavior of U-shaped Steel Plate Damper with T-shaped Section
The U-shaped steel plate damper has the advantages of good energy dissipation capacity,energy dissipation by its own deformation,stable performance,convenient fabrication,and low price.However,it also has problems such as low initial stiffness and low bearing capacity.Therefore,a U-shaped metal yield damper with T-shaped section(hereinafter referred to as the damper)was proposed in this study.Based on the virtual work principle and Castigliano's Second Theorem,the theoretical formulas of the yield strength and initial stiffness of the damper were established.Based on the nonlinear mixed hardening constitutive model and the three-dimensional ductile fracture criterion,a finite element model of the damper considering material ductile fracture was established.This study focused on the stiffness,strength,energy dissipation capacity and failure mode of the damper.Parametric analysis quantified the influence of geometric dimensions and other parameters on the mechanical properties of the damper.The research shows that the stiffness,strength and energy dissipation capacity of the damper are significantly improved as compared with those of the U-shaped damper.The web width,height,flange width and thickness of the T-shaped section of the damper have significant impact on the mechanical properties of the damper.

U-shaped damperT-shaped sectionhysteretic behaviortheoretical analysisnumerical simulation

邱灿星、钱慧娟、王苑佐

展开 >

北京工业大学 城市与工程安全减灾教育部重点实验室,北京 100124

北海道大学 工学部,日本札幌060-8628

U形阻尼器 T形截面 滞回性能 理论分析 数值模拟

国家自然科学基金国家自然科学基金

5217826752208138

2024

建筑钢结构进展
同济大学

建筑钢结构进展

CSTPCD北大核心
影响因子:0.806
ISSN:1671-9379
年,卷(期):2024.26(1)
  • 26