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so I separated the two bodies with force

the friction force is directed along the fabric

the solution made by me is wrong, so what is the exact solution because I am not understanding how to set it up. Thank you all.

This is my solution.

ok I understand but, could the solution I posted be ok?

on the crushing load, I thought that since the force acting on the mass is known, multiplying by the contact area A=200 400 I obtain the crushing pressure.

how is the reasoning valid and is the solution correct?

this is my solution but, the dimensions 200 and 400 mm are the length and width of the moving plate?

Unfortunately, that's the way the design is: it's a task that requires the construction of machines and as such, one has to make assumptions to solve it.

I'm sorry, now I'll make a post in the student area

The figure shows a device for ironing, or other finishing operations, a roll of fabric. The fabric is fed by the braked drum A, guided in the horizontal section by the idle rollers C and D and collected by the motorized drum B. In the horizontal section, the fabric is pressed by the movable...

The figure shows a device for ironing, or other finishing operations, a roll of fabric. The fabric is fed by the braked drum A, guided in the horizontal section by the idle rollers C and D and collected by the motorized drum B. In the horizontal section, the fabric is pressed by the movable...

Ok thank you so much.

The algebraic sum should not be: P+Fbd=Fce because Fbd is in compression directed downwards and Fce is in tension directed upwards.

The connection in B and C are hinges and that is why both DB and CE are in traction. Then deltaA = DeltaBC +Delta CE=0.35mm

ok sorry for posting in this forum. My solution is: The only doubt is that the CE connection is a strut so in compression in the balance must a negative sign be put?

Connection BD is made of brass (E = 105 GPa) and has a cross-section of 256 mm^2. Connection CE is made of aluminum(E = 73 GPa) and has a cross-section of 320 mm^2. • Determine the maximum force P that can be applied vertically at point A if the displacement of A must not exceed 0.35 mm. -...