How Do I Calculate the Force to Crush a Steel Pipe?

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SUMMARY

The discussion focuses on calculating the force required to crush a steel pipe using a 3000 lb weight distributed across four plates, each resting on 30 horizontally aligned pipes. The key property to consider is the "yield strength" of the steel, which indicates the point of permanent deformation. The calculated force exerted on one pipe is approximately 29 lbs, derived from dividing the total weight by the number of plates and pipes. For accurate results, utilizing Finite Element Analysis (FEA) is recommended, as traditional references like Roark's Formulas for Stress and Strain may not cover this specific case.

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What equation(s) do I use to calculate the weight necessary to crush a pipe lying horizontally on the ground and the point at which the initial deformation occurs. What is the name of this property? I'd like to compare my findings with a manufacturer's specs.

I have a 3000 lb weight resting flat on four plates. Each plate is resting on 30 pipes that are lying side by side horizontally. Assuming that the weight is square, that each plate is flush with a different corner of the weight, and that each plate is 4" x 15", what is the force exerting on one pipe?

Pipe Dimensions:
Length = 4"
Diameter = 0.5"
Wall Thickness = .0625"
Material = Steel

It's been awhile since I've done statics.:confused:
 
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zjn12385 said:
What equation(s) do I use to calculate the weight necessary to crush a pipe lying horizontally on the ground and the point at which the initial deformation occurs. What is the name of this property? I'd like to compare my findings with a manufacturer's specs.

I have a 3000 lb weight resting flat on four plates. Each plate is resting on 30 pipes that are lying side by side horizontally. Assuming that the weight is square, that each plate is flush with a different corner of the weight, and that each plate is 4" x 15", what is the force exerting on one pipe?

Pipe Dimensions:
Length = 4"
Diameter = 0.5"
Wall Thickness = .0625"
Material = Steel

i think you are looking for the "yield strength" after which point deformation to the pipe is permanent.
You need an accurate description of the type of steel and it's modulus of elasticity.

I'd assume the force per pipe is 3,000lbs/4 plates/30 pipes per plate = ~29 lbs.
That is, if I understand correctly, that you have 30 pipes under each plate, so 120 pipes total.
 
This is a case for FEA. There's an excellent book out there called, "Roarks's Formulas for Stress and Strain." It has cases for a very wide variety of geometries. I'm unaware of the Roarks's book covering the case you describe.

Those who don't have access to FEA sometimes refer to books such as Roark's. Given that that case isn't in Roark's, then I recommend FEA.
 
check this site out... it might help...

http://www.roscoemoss.com/calculations/calculation-1.html
 
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