A transfer matrix method for in-plane bending vibrations of tapered beams with axial force and multiple edge cracks

논문상세정보
    • 저자 이정우 이정연
    • 제어번호 105257624
    • 학술지명 Structural Engineering and Mechanics, An Int'l Journal
    • 권호사항 Vol. 66 No. 1 [ 2018 ]
    • 발행처 국제구조공학회
    • 자료유형 학술저널
    • 수록면 125-138
    • 언어 English
    • 출판년도 2018
    • 등재정보 SCIE;SCOPUS
    • 판매처
    유사주제 논문( 0)

' A transfer matrix method for in-plane bending vibrations of tapered beams with axial force and multiple edge cracks' 의 참고문헌

  • Vibrations of cracked beams: Discrete mass and stiffness models
    Neves, A.C. [2016]
  • Vibration of cracked structures: A state of the art review
  • Vibration of a rayleigh cantilever beam with axial force and tip mass
    Li, X.F. [2013]
  • Vibration based algorithm for crack detection in cantilever beam containing two different types of cracks
    Behzad, M. [2013]
  • Vibration analysis of non-uniform beams having multiple edge cracks along the beam's height
  • Vibration analysis of a cracked rotating tapered beam using the p-version finite element method
    Cheng, Y. [2011]
  • Unique determination of a single crack in a uniform simply supported beam in bending vibration
  • Stochastic forced vibration analysis of a tapered beam with performance deterioration
    Zhou, Y. [2017]
  • On the dynamics of cracked rotors: A literature survey
    Wauer, J. [1990]
  • Natural frequencies for bending vibrations of Timoshenko cracked beams
    Loya, J.A. [2006]
  • Multi-cracks identification method for cantilever beam structure with variable cross-sections based on measured natural frequency changes
    Zhang, K. [2016]
  • Multi-cracked eulerbernoulli beams: Mathematical modeling and exact solutions
    Caddemi, S. [2013]
  • Modelling of transverse vibration of beam of linearly variable depth with edge crack
  • Modal tailoring and closedform solutions for rotating non-uniform euler-bernoulli beams
    Sarkar, K. [2014]
  • In-plane bending vibration analysis of a rotating beam with multiple edge cracks by using the transfer matrix method
    Lee, J.W. [2017]
  • Identification of multiple cracks in a beam using vibration amplitudes
    Lee, J.H. [2009]
  • Generation of higher harmonics in longitudinal vibration of beams with breathing cracks
    Broda, D. [2016]
  • Free-vibration ananlysis of rotating beams by a variable-order finite element method
  • Free vibration of rotating tapered beams using the dynamic stiffness method
  • Free vibration and wave propagation analysis of uniform and tapered rotating beams using spectrally formulated finite elements
    Vinod, K.G. [2007]
  • Free vibration analysis using the transfer-matrix method on a tapered beam
    Lee, J.W. [2016]
  • Free vibration analysis uniform and stepped cracked beams with circular cross sections
    Kisa, M. [2007]
  • Exact solutions for free vibrations of axially inhomogeneous Timoshenko beams with variable cross section
    Yuan, J.H. [2016]
  • Exact closed-form solution for the vibration modes of the euler-bernoulli beam with multiple open cracks
    Caddemi, S. [2009]
  • Elastic beam finite element with an arbitrary number of transverse cracks
    Skrinar, M. [2009]
  • Dynamic analysis of multi-cracked euler-bernoulli beams with gradient elasticity
    Dona, M. [2015]
  • Damage assessment of multiple cracked beams: Numerical results and experimental validation
    Ruotolo, R. [1997]
  • Crack detection in beams using experimental modal data and finite element model
    Nahvi, H. [2005]
  • Analysis of weak solution of euler-bernoulli beam with axial force
    Kundu, B. [2017]
  • A transfer matrix method for free vibration analysis and crack identification of stepped beams with multiple edge cracks and different boundary conditions
    Attar, M. [2012]
  • A transfer matrix method capable of determining the exact solutions of a twisted bernoulli-euler beam with multiple edge cracks
    Lee, J.W. [2017]
  • A study on crack detection using eigenfrequency test data
    Lee, Y.S. [2000]
  • A continuous cracked beam vibration theory
  • A closed-form solution applied to the free vibration of the euler-bernoulli beam with edge cracks
    Yan, Y. [2016]