Thanks for the video. It is interesting to see stress mapping from coarse mesh to finer mesh. Do you have any advice if this can be applied to a deformed mesh model imported from odb result.
@SalmaAhmed-rn3bq Жыл бұрын
thank you very much , if the old job contains 2 different part , Can I map the solution of 1 part only ?? as i need to calculate stresses resulted due to interference fit on the hub than use this hub in other model without the internal shaft
@fotiossavvopoulos50568 жыл бұрын
Hello Daniel and thank you for the informative video! Let me ask you, is this method applicable to FSI problems as well? :)
@diegobritezg4 жыл бұрын
hello, super interesting but I have a question, can we only map the stresses or all the output variables such as plastic strains, backstresses etc?
@halenter3231 Жыл бұрын
hello Mr, did you got the answer?
@boopathy98911 ай бұрын
@@halenter3231 Hi sir
@SugarSisters1234 жыл бұрын
Thanks for sharing.
@rakshithbdgowda50482 жыл бұрын
Dear sir, I have been following your videos for quite a while. I have one question related to my research area. Could you please provide an answer. I have a model with shell element (S4R), having 5 integration point along the thickness. I have to provide initial stress (or temperature) before running the actual analysis. These stress which I need to provide varies along the shell thickness. In GUI I cannot select shell outer surface or inner surface to assign it. Hence I have to do it in python scripting. Would you care to share some insights or ideas on how to provide these stresses at nodes before analysis...? If not for shell, atleast for any other type of element by scripting will help me. Thanks in advance.
@dinhvanduc45397 жыл бұрын
Your video just showed the Solution Mapping Method. It can't be applied for a Beginner, who is learning about solution mapping. Please make an detailed video. Thank you so much!
@danielsavage11019 жыл бұрын
Shixu checkout my other video: kzbin.info/www/bejne/nJDLYYOoppeGqMk&feature=gp-n-y&google_comment_id=z13ciprjhoj2jdunv22lt3daopjyjd4sm