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Thread: material orientation for anisotropic material abaqus

  1. #1

    Unhappy material orientation for anisotropic material abaqus

    Hi all,
    I am modeling an artery in abqus using Fung anisotropic material. I am not sure about the material orientation applied to the cylinder. I created CSYS. I applied material orientation through this CSYS but I am getting an error saying that some elements have missing property definations. Can anybody fix this problem.
    Any help is appreciated.
    Koolsid

  2. #2
    Join Date
    2000-02
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    It sound like you did not assign a section definition (e.g. *SOLID SECTION) to your analysis. I would check that first.

    -Jorgen
    Jorgen Bergstrom, Ph.D.
    PolymerFEM Administrator

  3. #3
    Thanks Jorgen.
    I just run abaqus from the visual display. I assigned material defination from module>edit keyword tab. Can you please tell me how can I assign the solid section to it? It will be a great help. Thanks in advance.

  4. #4
    I assigned solid section but now i am getting an error saying "illegal floating point" how can I fix it?
    Thanks in advance.

  5. #5
    Join Date
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    That error can mean almost anything

    Did the simulation start correctly?

    -Jorgen
    Jorgen Bergstrom, Ph.D.
    PolymerFEM Administrator

  6. #6
    I think i did not have shear terms in my material. I added that. Now my program is getting aborted saying too many increaments. I made my mesh finer too.My matrial constants are
    c=8.92kPa
    b1=1.25
    b2=2.46
    b3=0.55
    b4=0.36
    b5=0.06
    b6=0.08.
    I made my shear terms big enough means gave value about10000 to prevent shear deformations. I want to buckle my modeld artery in abaqus by pressurizing it. It is doing nothing and getting aborted at 5 kPa.
    Waiting for your reply.
    Thanks in advance.
    Last edited by koolsid; 2009-10-02 at 17:10.

  7. #7
    Join Date
    2000-02
    Location
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    3,280
    I am not sure why your simulation does not work. I would try with a simpler material model first, for example, the Neo-Hookean model.

    -Jorgen
    Jorgen Bergstrom, Ph.D.
    PolymerFEM Administrator

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