振动与冲击
振動與遲擊
진동여충격
JOURNAL OF VIBRATION AND SHOCK
2015年
18期
51-56
,共6页
梁柱节点%有限元%动力性能%延性%应变率效应
樑柱節點%有限元%動力性能%延性%應變率效應
량주절점%유한원%동력성능%연성%응변솔효응
beam-column connection%finite element simulation%dynamic behavior%ductility%strain rate effect
基于有限元软件ABAQUS对钢框架节点(全焊节点和栓焊节点)进行了非线性动态响应数值仿真模拟分析,模型合理考虑了螺栓预紧力、接触、非线性大变形及应变率效应等因素。采用该模型模拟梁柱节点子结构抗冲击试验,分析结果表明,采用显示求解器可获得较好精度和稳定性,有限元模拟的破坏模态、冲击力和位移时程曲线等结果与试验结果吻合良好。在大变形下过焊孔趾部是节点应力集中最显著的部位,是整个构件破坏的起始点。通过仿真分析,可获得梁柱节点子结构在冲击荷载作用下的动态响应和内力发展过程,该数值分析方法为深入研究钢结构抗倒塌工作机理并为合理评估其抗倒塌变形和耗能能力提供依据。
基于有限元軟件ABAQUS對鋼框架節點(全銲節點和栓銲節點)進行瞭非線性動態響應數值倣真模擬分析,模型閤理攷慮瞭螺栓預緊力、接觸、非線性大變形及應變率效應等因素。採用該模型模擬樑柱節點子結構抗遲擊試驗,分析結果錶明,採用顯示求解器可穫得較好精度和穩定性,有限元模擬的破壞模態、遲擊力和位移時程麯線等結果與試驗結果吻閤良好。在大變形下過銲孔趾部是節點應力集中最顯著的部位,是整箇構件破壞的起始點。通過倣真分析,可穫得樑柱節點子結構在遲擊荷載作用下的動態響應和內力髮展過程,該數值分析方法為深入研究鋼結構抗倒塌工作機理併為閤理評估其抗倒塌變形和耗能能力提供依據。
기우유한원연건ABAQUS대강광가절점(전한절점화전한절점)진행료비선성동태향응수치방진모의분석,모형합리고필료라전예긴력、접촉、비선성대변형급응변솔효응등인소。채용해모형모의량주절점자결구항충격시험,분석결과표명,채용현시구해기가획득교호정도화은정성,유한원모의적파배모태、충격력화위이시정곡선등결과여시험결과문합량호。재대변형하과한공지부시절점응력집중최현저적부위,시정개구건파배적기시점。통과방진분석,가획득량주절점자결구재충격하재작용하적동태향응화내력발전과정,해수치분석방법위심입연구강결구항도탑공작궤리병위합리평고기항도탑변형화모능능력제공의거。
Two kinds of widely used steel anti-moment connections (welded unreinforced flange-welded web and welded unreinforced flange-bolted web)were modeled by using the finite element software ABAQUS,taking the effects of bolt pretension force,contact,nonlinear large deformation and strain rate into consideration.The model was used to simulate beam-column substructures under impact load,and it shows that ABAQUS /explicit solver presents high precision and good stability.As a result,the finite element results of failure mode and time histories of impact load and deformation agree fairly well with experimental results.Under large deformation,the most significant stress concentration locates at the weld access hole,where initiates the whole component failure.The dynamic response and internal force development of beam-column substructures were obtained by simulation analysis.The results of numerical analysis provide a basis for studying the working mechanism of progressive collapse of steel structures and for rationally accessing the ability of resisting collapse deformation and energy dissipation.