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Re: hello? -help with a spinning bucket!

 

This is a well-know issue in explicit methods. Fortunately, Vaclav wrote a chapter on this for the case of DEM. :-)

https://www.yade-dem.org/sphinx/formulation.html#stability-considerations

Bruno


On 08/07/10 20:35, Michael Jensen wrote:
might I ask how you know if your timestep is too large? do you compare your results with experiment? or are there funky results that you have learned to associate with time steps that are too big?

--- On *Thu, 7/8/10, Anton Gladky /<gladky.anton@xxxxxxxxx>/* wrote:


    From: Anton Gladky <gladky.anton@xxxxxxxxx>
    Subject: Re: [Yade-users] hello? -help with a spinning bucket!
    To: yade-users@xxxxxxxxxxxxxxxxxxx
    Received: Thursday, July 8, 2010, 2:10 PM

    Hi,
    this is a more-less normal time step for simulations.
    Sometimes I have to do:
    O.dt = 0.1*pWavetimestep



    2010/7/8 Michael Jensen <jenmichael2000@xxxxxxxx
    </mc/compose?to=jenmichael2000@xxxxxxxx>>

        one thing that I would be particularly interested in is how
        the formula on this page:

        https://www.yade-dem.org/sphinx/yade.utils.html#yade.utils.PWaveTimeStep

        for spherepwavetimestep is computed.

        2.8284271247461903e-07 is a very small number, meaning a huge
        number of iterations are required (almost 10 million) before a=20
        single second goes by in the simulation.  that's a hell of a lot
        of iterations!  for one second!  is it really necessary?

        -mike..


        --- On *Thu, 7/8/10, Bruno Chareyre
        /<bruno.chareyre@xxxxxxxxxxx
        </mc/compose?to=bruno.chareyre@xxxxxxxxxxx>>/* wrote:


            From: Bruno Chareyre <bruno.chareyre@xxxxxxxxxxx
            </mc/compose?to=bruno.chareyre@xxxxxxxxxxx>>
            Subject: Re: [Yade-users] hello? -help with a spinning bucket!
            To: yade-users@xxxxxxxxxxxxxxxxxxx
            </mc/compose?to=yade-users@xxxxxxxxxxxxxxxxxxx>
            Received: Thursday, July 8, 2010, 10:13 AM


            It seems to me that if I put some beads into a container,
            then tip the container, the angle at which they start
            flowing is the angle of internal friction..  I am not at
            all sure of this, it seems far to simple.

            Not really. Angle of repose corresponds to "internal
            packing friction", which "depends on" contact friction but
            is not equal.
            Most materials have contact friction around 30°. Put this
            value at contact in a loose sphere packing and you will
            get an internal friction around 18°.
            Anyway, you should get realistic results as soon as you
            define a decent friction (say between 10 and 40), this is
            not a crucial parameter yet.

            Bruno


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