jetmaker
New member
- Mar 10, 2003
- 336
I'm looking for some information on the effect of curvature of a plate when subjected to a normal load.
Here is the structure description:
Curved C-Channel beam (3" deep) with tight curvature (r=4") about the stong axis. A uniform pressure is applied on the upper flange causing a bending of the flange at the channel web.
At this time, I assume that the upper flange acts as a plate in bending with 3 edges simply supported and 1 free. However, I am having problems rationalizing the length to use. I know that the curvature of the beam will add some additional stiffness to the plate and I am assuming that I could switch to a S/C/S/F boundary condition for the plate. However, I am still at a loss for the length to use. I figure the segment length could be reduced due to the tight curvature and the assumption that it is equal to a flat plate.
Anybody else have an idea or suggestion to tackel this problem. Also literature on the effect of curvature would be beneficial.
Thanks,
jetmaker
Here is the structure description:
Curved C-Channel beam (3" deep) with tight curvature (r=4") about the stong axis. A uniform pressure is applied on the upper flange causing a bending of the flange at the channel web.
At this time, I assume that the upper flange acts as a plate in bending with 3 edges simply supported and 1 free. However, I am having problems rationalizing the length to use. I know that the curvature of the beam will add some additional stiffness to the plate and I am assuming that I could switch to a S/C/S/F boundary condition for the plate. However, I am still at a loss for the length to use. I figure the segment length could be reduced due to the tight curvature and the assumption that it is equal to a flat plate.
Anybody else have an idea or suggestion to tackel this problem. Also literature on the effect of curvature would be beneficial.
Thanks,
jetmaker