Optimizing Can Crusher Design for Maximum Stress Resistance

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The discussion focuses on designing a rectangular duct made of metallic plates for compressing 30 drinking cans, requiring a total load of 180KN. Key challenges include determining the appropriate thickness for the duct's walls and the steel plate attached to the hydraulic piston. A proposed solution involves deriving an equation to combine three types of stresses, drawing parallels to pressure vessel design despite the rectangular shape. The dimensions of the duct are specified as 30x30 cm with a 5mm clearance between the sheet plate and the duct. The conversation emphasizes the need for precise calculations to ensure maximum stress resistance in the design.
mohamad omar
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Hey there,
We are designing a rectangular duct composed of 4 metallic plates fastened together by bolts(or welded), where we will compress approximately 30 drinking cans, we are facing a problem by determining:
1- The thickness of the metallic plates that form the walls of the duct.
2- The thickness of the steel plate that is fixed to the hydraulic piston which will compress the cans.
To compress 30 cans, we need a total load of 180KN.
The duct's inner dimension are 30x30 cm.
Clearence between the sheet plate and the rectangular duct is about 5mm.

check the drawing for details.
much thanks
 

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mohamad omar said:
Hey there,
We are designing a rectangular duct composed of 4 metallic plates fastened together by bolts(or welded), where we will compress approximately 30 drinking cans, we are facing a problem by determining:
1- The thickness of the metallic plates that form the walls of the duct.
2- The thickness of the steel plate that is fixed to the hydraulic piston which will compress the cans.
To compress 30 cans, we need a total load of 180KN.
The duct's inner dimension are 30x30 cm.
Clearence between the sheet plate and the rectangular duct is about 5mm.

check the drawing for details.
much thanks

OK. So what have you done to solve it so far?
 
Ok dave, i thought of a method today which goes for deriving an equation for combining 3 stresses to get the maximmum stress, you know our case is similar to pressure vessel design, but the shape we are discussing is rectangular and not cylindrical.
What do you think ?
 
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