Cantilever square tube capacity

AI Thread Summary
To calculate the maximum uniform load on a cantilevered A36 steel tube extending 42 inches, refer to Roark's formulas for cantilever beams. The key is to determine the maximum stress and ensure it remains below the allowable limits for the selected materials: 2"x2"x1/4" square tube, 3"x3"x1/4" square tube, and 2"x4"x1/4" rectangular tube. Each material will have different load capacities based on its dimensions and properties. Accurate calculations will ensure the structural integrity of the project. Proper guidance on these calculations is essential for successful implementation.
superduty335
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Hello everyone. I have a need concerning a project I'm building. I need to know, or need to know how to calculate the maximum uniform load on a single cantilever of A36 steel tube. It is solidly attached at one end and extends out 42". The material will be one of the following:
1) 2"x2"x 1/4" sq. tube
2) 3x3x 1/4" sq. tube
3) 2"x4" x 1/4" rect. tube
(4" wide by 2" tall, I know it's much stronger the other way but that isn't an option)

I'm not sure how to figure out the capacity of each material in the given situation. Any advice is greatly appreciated.
Thanks
-Jake
 
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superduty335 said:
Hello everyone. I have a need concerning a project I'm building. I need to know, or need to know how to calculate the maximum uniform load on a single cantilever of A36 steel tube. It is solidly attached at one end and extends out 42". The material will be one of the following:
1) 2"x2"x 1/4" sq. tube
2) 3x3x 1/4" sq. tube
3) 2"x4" x 1/4" rect. tube
(4" wide by 2" tall, I know it's much stronger the other way but that isn't an option)

I'm not sure how to figure out the capacity of each material in the given situation. Any advice is greatly appreciated.
Thanks
-Jake

Take a look through Roark's. It has the equations you need for cantilevered beams. Then determine the max stress and ensure it is less than your allowable.

CS
 
Ok, cool. Thanks!
 
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