Modeling Impact of one object on another (COSMOSWORKS)

Discussion in 'SolidWorks' started by funkphenom, Feb 19, 2008.

  1. funkphenom

    funkphenom Guest

    I'm trying to figure out how to model the plastic strain that results
    from the impact of one object on another.

    Basically, I'm trying to answer a question like, "How fast does a
    baseball have to be traveling for it to damage (plastically) an
    aluminum baseball bat?"

    I have COSMOSWORKS both the main and the motion portion, but I cant
    quite figure it out. I can't use the "drop height" simulator because
    it only involves the impact of one object on a flat surface, not the
    impact of two specifically modeled objects with material properties
    and internal characteristics.

    Is this even possible in COSMOS? Do I have to go and learn how to use
    ANSYS? Ugh.

    Any help appreciated.
     
    funkphenom, Feb 19, 2008
    #1
  2. funkphenom

    post Guest

    Since you're not worried about what happens to the ball, don't model
    it.

    Work backwards, of sorts. See how much it takes to cause a local
    failure in the bat. You'll have to figure out the contact area first,
    though.

    Pick a "fast" number and model a drop test and see if that gives you
    a rough idea of contact area size. I'm not very familiar with the
    drop test functionality. Otherwise set it up as a contact analysis
    with the appropriate numbers.

    Take advantage of the bat symmetry and refine your mesh only
    in/around the contact area to keep your solution times down.

    Once you know your failure criteria for the bat you can work
    backwards to find out how fast the ball would've needed to go.

    -Tony
     
    post, Feb 19, 2008
    #2
  3. funkphenom

    funkphenom Guest

    Thanks for the feedback Tony. I really appreciate it.

    However, your approach isn't really gonna work for me, as I miss-typed
    the original question. It *should* have read: "How much plastic
    deformation is done to a given surface (or subsurface) for a given
    projectile velocity?"

    I think you've generated a viable approach, namely:

    1) Find out what sort of contact area we're looking at from the
    baseball at X m/s contacting a perfectly hard surface or more
    reasonably, contacting a surface with some given Young's modulus and
    Poison's ratio (L-E material w/ no plastic deformation). I know this
    is possible via the COSMOS drop test (well the scenario is... I'll
    have to play with it to find the given contact area).

    2) Define this area as the contact area for my baseball bat, taking
    appropriate steps to modify this contact area based on the curvature
    of the bat. Perform a static force analysis(?) given the force at
    impact... The thing is, the ball has only momentum, there's no force
    behind it, so I'm not exactly sure how to go about modeling the force
    distribution over my contact area.

    Thoughts on this last part? Does anyone else have a different
    suggestion on how to go about modeling the damage done to the baseball
    bat?

    Thanks again, Tony.

    -Mike
     
    funkphenom, Feb 19, 2008
    #3
  4. funkphenom

    3pi14156 Guest

    This is not a CosmosWorks problem. It is an LS Dyna or Abaqus Explicit
    problem. It might also be tackled in Cosmos/M though not as
    elegantly.

    One of the problems you face is that the problem is highly non-linear.
    It is also the type of problem that requires lots of very small time
    steps and a very refined mesh where plasticity occurs. Being non-
    linear (contact, friction, non-linear material behavior, geometric
    stiffening) it is path dependent. The material properties for the ball
    are likely to be a bit difficult to obtain. The information for the
    aluminum under high strain rates might be easier to find. So even if
    you could set it up it will take some time and trial and error to get
    it to run and give meaningful answers.

    TOP
     
    3pi14156, Feb 20, 2008
    #4

  5. Probably. This is a hard problem. You need to know the non-linear material
    properties of the bat and the ball at very high strain rates.Then you have
    to solve the problem with the very short time steps for a long time. One of
    my colleagues worked on something roughly similar for his Master's degree.
    He spent a lot of hours running analyses, running real tests on bats,
    comparing the results, tweaking the analyses, running tests...

    Jerry Steiger
     
    Jerry Steiger, Feb 20, 2008
    #5
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