I am always wondering, are those simulation results are still the same when using different versions of DYNA solver? For example, the same keyword input, but one is simulated on R11.0 and the other is on R12.0.
It should be the same. However, occasionaly later versions of LS-DYNA may include some bug fixes which may alter the simulation results. Or default values may change. But this happens very rarely as LS-DYNA is usally pretty strict with their downward-compatibility philosophy
Thank you for informative showcase. In the description it says that the deck is available for download in dynaexamples. But I couldn't find it. Can you please provide the link for this particular example ?. Thank you in advance.
Thank you for your interest in this showcase! We are currently having trouble with our web server and hope to be able to provide the input on dynaexamples.com soon. Could you please check back a little later? Thanks!
I have one question. Why elements bounce from each other? Should they stay in contact?
Thank you for work!
I am always wondering, are those simulation results are still the same when using different versions of DYNA solver? For example, the same keyword input, but one is simulated on R11.0 and the other is on R12.0.
It should be the same. However, occasionaly later versions of LS-DYNA may include some bug fixes which may alter the simulation results. Or default values may change. But this happens very rarely as LS-DYNA is usally pretty strict with their downward-compatibility philosophy
Thank you for informative showcase. In the description it says that the deck is available for download in dynaexamples. But I couldn't find it. Can you please provide the link for this particular example ?. Thank you in advance.
Thank you for your interest in this showcase! We are currently having trouble with our web server and hope to be able to provide the input on dynaexamples.com soon. Could you please check back a little later? Thanks!
Deck is now online at www.dynaexamples.com/show-cases/contact-overview
why am I here?
you better run away unless you would be trapped in high rate function forever. run!!