All,
We are looking at repairing a kinked aluminum tubular compression member (1 inch kink over 60 inches, so slope is 1 in 30) with a 15 foot long straight steel plate) on 1 face. This is an 80 foot long horizontal member on a railcar. For argument's sake, lets assume it's an approx 5" (horiz) x 10" (vertical) tube. We have resolved corrosion and temperature stress issues, and are looking to finalize the axial load capacity of this new composite member. Buckling is fully restrained in the strong direction. In the weak axis, lateral supports are at approx 60 inches. Our aim is to transfer a portion of the axial load carried by the aluminum into the steel doubler by deliberate end connections with tight, well installed rivets at the end regions, where there are no gaps. At the central, kinked region, we are installing rivets through shims that make up the gap, but using oversize holes which serve only to stabilize the steel plate against local buckling, in all directions. Yes, we're talking many, many rivets.
We have determined, by displacement compatibility, how much axial load is taken up by the aluminum portion, and how much by the steel.
Any idea on the easiest way to determine the adequacy of this member? We have NL FEA capacity if required. Design standard to we we are working states "No permanent deformation", so neither yielding, nor buckling are permitted. Should we "simply" do a buckling analysis with FEA? Should initial geometry include the kink? Should we include geom nonlinearity?
Any other, simpler ideas using hand calcs and code spec. beam-column equations?
tg
We are looking at repairing a kinked aluminum tubular compression member (1 inch kink over 60 inches, so slope is 1 in 30) with a 15 foot long straight steel plate) on 1 face. This is an 80 foot long horizontal member on a railcar. For argument's sake, lets assume it's an approx 5" (horiz) x 10" (vertical) tube. We have resolved corrosion and temperature stress issues, and are looking to finalize the axial load capacity of this new composite member. Buckling is fully restrained in the strong direction. In the weak axis, lateral supports are at approx 60 inches. Our aim is to transfer a portion of the axial load carried by the aluminum into the steel doubler by deliberate end connections with tight, well installed rivets at the end regions, where there are no gaps. At the central, kinked region, we are installing rivets through shims that make up the gap, but using oversize holes which serve only to stabilize the steel plate against local buckling, in all directions. Yes, we're talking many, many rivets.
We have determined, by displacement compatibility, how much axial load is taken up by the aluminum portion, and how much by the steel.
Any idea on the easiest way to determine the adequacy of this member? We have NL FEA capacity if required. Design standard to we we are working states "No permanent deformation", so neither yielding, nor buckling are permitted. Should we "simply" do a buckling analysis with FEA? Should initial geometry include the kink? Should we include geom nonlinearity?
Any other, simpler ideas using hand calcs and code spec. beam-column equations?
tg