Originally Posted by RonMar
Triangles are our friends.
But only when all the corners meet other corners. In my sketch, the support brace meets the side of a triangle, so the full benefit is lost.
Bruce
Originally Posted by RonMar
Triangles are our friends.
a long structural member has 3 basic modes of stress. Tension(pulling), Compression(pushing) and shear(bending). Tension is the strongest mode, and you will get the most out of the material used. Compression is the next strongest, but considerably weaker than tension. Shear is the weakest mode....
You are correct that no matter where the truss support is, the trussed beam is still stronger than the un-trussed beam. It's just going to be strongest if the support is directly over the leg. True that moving the leg out will create even more support than moving the truss support in, but that's due to other factors.
Take a look at the sketch that BCP posted (post #13). It's a good illustration of the principle. In that sketch the beam is able to bend without bending or breaking any other member of the structure. Imagine if the truss support were directly over the leg. The only way it could bend in that instance is for a weld to break or for some other member of the structure to stretch, bend or break.
In this particular instance the beam is plenty heavy for the application. We're splitting hairs a bit for the sake of discussion and for future reference.
Do you have any idea what the increase in capcity would be if he changed his original design to the optimum ?
Do you have any idea what the increase in capcity would be if he changed his original design to the optimum ?
But only when all the corners meet other corners. In my sketch, the support brace meets the side of a triangle, so the full benefit is lost.
Bruce