Dear Forum Users,
Recently, I have been occupied with static analysis with the use the superelements.
I would like to prepare a model analysis in which superelements (which I call 2-level superelements) are built of other superelements (1-level). The description of Matrix 50 element clearly states that superelements may contain other superelements. Therefore, I claim that the situation is possible.
The definition of superelements does not cause difficulty. However, after doing calculations, I would like to ‘go back’ (Expansion Pass) to 1-level superelements and obtain complete results. This is a certain difficulty for me.
How can I do this?
Could anyone show me the scheme of an input file doing such calculations?
Thank you in advance for any help.
Kind regards,
POTET
Recently, I have been occupied with static analysis with the use the superelements.
I would like to prepare a model analysis in which superelements (which I call 2-level superelements) are built of other superelements (1-level). The description of Matrix 50 element clearly states that superelements may contain other superelements. Therefore, I claim that the situation is possible.
The definition of superelements does not cause difficulty. However, after doing calculations, I would like to ‘go back’ (Expansion Pass) to 1-level superelements and obtain complete results. This is a certain difficulty for me.
How can I do this?
Could anyone show me the scheme of an input file doing such calculations?
Thank you in advance for any help.
Kind regards,
POTET