• 不 限
  • 期刊论文
  • 硕博论文
  • 会议论文
  • 报 纸
  • 英文论文
  2. 您的位置
  3. 首页
  4. 会议论文
  5. FINITE ELEMENT ANALYSIS FOR THE TRANSIENT DYNAMIC OF VISCOELASTIC GRUBLAYERS BEAM INVOLVING FRACTION

FINITE ELEMENT ANALYSIS FOR THE TRANSIENT DYNAMIC OF VISCOELASTIC GRUBLAYERS BEAM INVOLVING FRACTION

来源 :The Third International Conference on Dynamics,Vibration and | 被引量 : 0次 | 上传用户：sophiea123456
【摘 要】
：
　　This paper presents a finite element analysis for the transient dynamic analysis of two layers damping grublayers beam in which the viscoelastic materials a
【作 者】
：
N.Chen H.Ying 
【机 构】
：
TheCollegeofmechanicalandelectronicengineering,NanjingForestryUniversity,Nanjing,210037,ChinaTheColl
【出 处】
：
The Third International Conference on Dynamics,Vibration and
【发表日期】
：
2010年5期
【关键词】
：
Finite element method viscoelactic material fractional derivative precise integr 
下载到本地 , 更方便阅读
下载此文 赞助VIP
声明 : 本文档内容版权归属内容提供方 , 如果您对本文有版权争议 , 可与客服联系进行内容授权或下架
论文部分内容阅读
　　This paper presents a finite element analysis for the transient dynamic analysis of two layers damping grublayers beam in which the viscoelastic materials are characterised by different five-parameter fractional derivative model.The fractional dynamic matrix equation of beam is given based on the principle of virtual work.
其他文献
A NOVEL HYPERCHAOTIC ATTRACTOR AND ITS PROJECTIVE SYNCHRONIZATION
　　The first hyperchaotic system was introduced by R(o)ssler in 1979[1].Hyperchaotic system has more than one positive Lyapunov exponents which implies that it
会议
hyperchaotic systemprojective synchronizationbifurcation diagramLyapunov expo
CHAOS OF VISCOELASTIC ARCH MODELED BY NONLINEAR FRACTIONAL DIFFERENTIAL CONSTITUTIVE LAW
　　Nonlinear dynamic behaviors of the viscoelastic arch described by fractional-order differential are presented in this paper.The background of the research i
会议
Fractional calculusChaosBifurcationArchPolymer
NUMERICAL SOLUTION OF FRACTIONAL DIFFERENTIAL EQUATIONS BY USING CHEBYSHEV WAVELET OPERATIONAL MATRI
　　The use of fractional calculus of modelling physical systems has been widely considered in the last decades.In a number of papers fractional differential eq
会议
FINITE ELEMENT APPROXIMATIONS OF THE FRACTIONAL CABLE EQUATION
　　The cable equation is one the most fundamental equations for modeling neuronal dynamics.The Nernst-Planck equation of electrodiffusion for the movement of i
会议
Fractional cable equationGalerkin finite elementstabilityerror estimation.an
AN IMPLICIT NUMERICAL METHOD FOR TWO VARIABLE-ORDER MODIFIED ANOMALOUS SUBDIFFUSION EQUATION WITH A
　　Fractional differential equations have attracted considerable interest because of their ability to model many phenomena, due to anomalous diffusion effects
会议
Variable-order fractional derivativemodified anomalous subdiffusion equationnu
DYNAMIC BEHAVIORS OF A FRACTIONAL ORDER VISCOELASTIC TWO-MEMBER TRUSS SYSTEM
　　The dynamic behaviours of a viscoelastic two-member truss system, subjected to sinusoidal excitation, are investigated in this paper.The viscoelastic materi
会议
Fractional derivativeViscoelasticityMises trussChaos
SPACE-TIME FINITE ELEMENT ALGORITHM FOR THE FRACTIONAL FOKKER-PLANCK EQUATION
　　The fractional Fokker-Planck equation describes the change of probability of a random function in space and time, which has been used to characterize diffus
会议
space-time finite elementDiscontinuous Galerkin finite element methodsfraction
THE NORMAL FORM OF THE PITCHFORK BIFURCATION FOR THE FRACTIONAL-ORDER SYSTEMS
　　Bifurcation is one of the main topics in nonlinear dynamics.And normal form is one of important tools bifurcation analysis.The normal form is the simplest d
会议
Fractional differential systemsnormal formpitchfork bifurcation
A MODIFIED MODEL OF NEURONS IN APLYSIA CALIFORNICA THAT ACTIVATE INKING
　　The release of ink in Aplysia californica occurs selectively to long-lasting stimuli of ink gland motor cells.The firing pattern of the ink motor cells corr
会议
Calcium-dependent potassium currentspike frequency adaptationbifurcation
ON THE FRACTIONAL MEAN-VALUE THEOREM
　　Fractional calculus has been studied for more than three hundred years.In the last few decades, it received increasing attention in different research areas
会议
Riemann-Liouville fractional derivativeCaputo fractional derivativemean-value