I have some experience with FEA software (Cosmos) . I am using Structure now since januari, and I have some basic questions about the interpretation of my results.<?:namespace prefix = o ns = "urn:schemas-microsoft-comfficeffice" />
I thought it would be interesing to doso with help of the picture below.
Material : Aluminium.
I have a vertical load applied at the hole (top left hole)
I have contrained my part as if it were fixated between two washers (see circular pattern bottom right)
At the washers, you can see the stresses are above 230 N/mm2.
My aluminium yield stress would be around 130 N/mm2.
Does Structure/Mechanica (integrated mode) interpret the Aluminium material as lineair, even when exceeding my yield stress ?
(I have applied an alloy from the standard material database. My material has only the Modulus of Elasticity applied, soo I would assume my material is only interpreted as lineair.)
If soo (only lineair) should I let my part fail my test ? Or can I make some assumptions about local deformation, but not total failure of the part, because the stresses are that high only locally ?
(But then I would discard the
I thought it would be interesing to doso with help of the picture below.
Material : Aluminium.
I have a vertical load applied at the hole (top left hole)
I have contrained my part as if it were fixated between two washers (see circular pattern bottom right)
At the washers, you can see the stresses are above 230 N/mm2.
My aluminium yield stress would be around 130 N/mm2.
Does Structure/Mechanica (integrated mode) interpret the Aluminium material as lineair, even when exceeding my yield stress ?
(I have applied an alloy from the standard material database. My material has only the Modulus of Elasticity applied, soo I would assume my material is only interpreted as lineair.)
If soo (only lineair) should I let my part fail my test ? Or can I make some assumptions about local deformation, but not total failure of the part, because the stresses are that high only locally ?
(But then I would discard the