Contact Updates in Abaqus 6.13 Webinar Recording
Each year our customers look forward to the Contact Update
webinar, and this year we have provided the replay of the webinar right here in
the SIMULIA Learning Community!
Each year our customers look forward to the Contact Update
webinar, and this year we have provided the replay of the webinar right here in
the SIMULIA Learning Community!
Dear all,
I want to achieve these procedures in abaqus, but I did not know how to do it, could you give me some suggestions?
In the first step, discretize the structure by the transport mesh and run transport analysis for the structure.
In the second step, using the results (stored in the user defined field), discretize the structure by the stress mesh(normal stress analysis), and run the stress analysis.
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► The underlying material response of partially unstable materials is measured. ► This is done for Lüders deformed steel and a shape memory alloy. ► They both exhibit an up-down-up response. ► The extracted responses used in numerical models reproduce the structural responses.
Hello Everyone,
Im relatively new to Abaqus and I have to carry out a bifurcation analysis of a pipe. Once that is done I need to add the imperfection wavelength and amplitude calculated to the pipe and carry out further simulations.
Ive been trying very hard to get a direction as to where to start with it. Can anyone please help me with it? I know that you need to carry out a buckle analysis that will give you a wrinkle pattern on the pipe. This inturn will add up to the bifurcation scheme that you get.
Hello everybody,
Hi,
I am trying to create a material model in Abaqus such that I have a varying yield strength through the depth (y-coordinate). I want a model which has maximum yield strength at the top surface and gradually goes on decreasing with y-coordinate. Is there a way to do this? Any help/insight would be greatly appreciated. Thank you.
Regards,
Deepak Patil
Abaqus 6.13 - Live Webinar! July 23, 9am EDT and 12 pm EDT. The latest release, Abaqus 6.13 delivers a number of powerful, customer-requested enhancements for modeling, meshing, visualization, contact, mechanics, and performance. These improvements enable customers to reduce development time and costs, while increasing the efficiency of the product development process through highly accurate simulations of real-world product and material behavior.
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