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粘弹性阻尼器的力学特性分析 被引量:14

MECHANICAL ANALYSIS OF A VISCO-ELASTIC DAMPER
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摘要 在正弦输入的假设下,推导了用分数微分Maxwell模型建模粘弹性阻尼器时力和位移的表达式,并用该表达式分析了阻尼器的力学特性。将该算法的理论计算分别与已有的理论计算和试验结果进行比较,结果吻合的都比较好,证明了该算法的正确性。同时根据该表达式给出了粘弹性阻尼器能量耗散的计算方法。 Based on a sinusoidal input, force and displacement expressions of a damper are formulated by using the fractional derivative Maxwell model. The mechanical property of the damper is analyzed using these expressions. The force-displacement loops calculated with these expressions are compared with the known theoretical and the experimental loops, respectively. The excellent agreements validate the credibility of the technique proposed. Furthermore, the dissipated energy expression in one period is gained according to these expressions.
出处 《振动与冲击》 EI CSCD 北大核心 2007年第10期101-103,共3页 Journal of Vibration and Shock
基金 海装基金资助项目
关键词 分数微分Maxwell模型 粘弹性阻尼器 力学特性 fractional derivative Maxwell model, visco-elastic damper, mechanical property
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  • 1胡兆同,刘健新.桥梁结构的免震装置[J].华东公路,1996(3):10-13. 被引量:11
  • 2黄军旗,何光渝,刘慈群.双筒流变仪中广义二阶流体运动分析[J].中国科学(A辑),1996,26(10):912-920. 被引量:10
  • 3刘锡荟 等.用钢筋混凝土构造柱加强砖房抗震性能的研究[J].建筑结构学报,1981,12(6):47-55.
  • 4Choi JJ,Rusak Z,Tichy JA.Maxwell fluid suction flow in a channel.J.Non-Newtonian Fluid Mech,1999,85:165-187.
  • 5Makris N.Theoretical and experimental investigation of viscous dampers in applications of seismic and vibration isolation.[Ph D thesis].State Univ.of New York at Buffalo,Buffalo N.Y.,1991.
  • 6Makris N.Constantinou MC.Fractional derivative model for viscous dampers. J Struct Eng,ASCE,1991,117:2708—2724.
  • 7Palade LI,Attane P,Huilgol RR,Mena B.Anomalous stability behavior of a properly invariant constitutive equation which generalizes fractional derivative models.International J of Eng Sci,1999,37:315-329.
  • 8Friedrich C.Relaxation and retardation function of the Maxwell model with fractional derivative.Rheology Acta,1991,30:151-158.
  • 9Rossihin YA.Shitikova MV.A new method for solving dynamic problems of fractional derivative viscoelasticity.International J ol Eng Sci,2001,39:149-176.
  • 10Makris N,Dargush GF,Constantinou MC.Dynamic analysis of generallized viscoelastic fluids.J Eng Mechanics,1993,119:1663-1679.

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