• DocumentCode
    2856908
  • Title

    Statistical Fatigue and Residual Strength Analysis of New/Aging Aircraft Structure

  • Author

    Fawaz, Scott ; Andersson, Börje

  • Author_Institution
    US Air Force Acad. (USAFA), Colorado Springs
  • fYear
    2007
  • fDate
    18-21 June 2007
  • Firstpage
    12
  • Lastpage
    17
  • Abstract
    The paper describes an ongoing work with populating the world´s largest stress intensity factor data base with 92.4 million new solutions and separate work consisting of large-scale residual strength analysis of the C-130 center-wing-box (CWB) considering numerous different multiple-crack crack configurations. A computationally efficient and reliable procedure is used for calculating stress intensity factor solutions K(y) to be stored in the data base. An extended technique is used in predicting the residual strength of the C-130 CWB for multiple crack configurations. The proposed method requires a method/solver that can solve the very complex nonlinear contact problems between rivets and the skin/stiffeners, failure of rivets with a very low computational cost per crack configuration. The splitting scheme described in the paper is the basic tool used to obtain this objective. All mathematical equations are solved with high accuracy with respect to the exact mathematical solution of the problem and with control of the point-wise error (less than 1%) in all stress intensity functions K(y). For residual strength analysis of the CWB, the software used scales very well on computer hardware like SGI Altix (ASC/Eagle/Hawk) and IBM P5 (NAVO/Babbage/Kraken). Several three-dimensional analyses representative of the size and complexity of the C-130 center wing box have been completed. An example of such an analysis explicitly modeled the wing skins, spar caps, spar webs, and stringers which resulted in 90 million nodes and 14 million finite elements. Depending on the polynomial order, p, used in the solution, the total degrees of freedom ranges from 243-742 million for polynomial orders p = 2 - 4; respectively. For a more accurate solution polynomial order, 5 is needed which results in a problem with 1.2 billions of degrees-of freedom.
  • Keywords
    aerospace computing; aircraft; fatigue cracks; internal stresses; mechanical strength; statistical analysis; 3D analyses; ASC; Babbage; C-130 center-wing-box; Eagle; Hawk; IBM P5; Kraken; NAVO; SGI Altix; aircraft structure; complex nonlinear contact problems; computer hardware; crack configurations; degrees of freedom; mathematical equations; polynomial order; residual strength analysis; rivets; software; splitting scheme; statistical fatigue analysis; stress intensity factor solutions; Aging; Aircraft; Computational efficiency; Fatigue; Large-scale systems; Nonlinear equations; Polynomials; Residual stresses; Skin; Stress control;
  • fLanguage
    English
  • Publisher
    ieee
  • Conference_Titel
    DoD High Performance Computing Modernization Program Users Group Conference, 2007
  • Conference_Location
    Pittsburgh, PA
  • Print_ISBN
    978-0-7695-3088-5
  • Type

    conf

  • DOI
    10.1109/HPCMP-UGC.2007.69
  • Filename
    4437958