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problem estrusione

  • Thread starter Thread starter Francocen
  • Start date Start date

Francocen

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Bye to all,

I just joined the forum and hope I have chosen the right section for this question:

I have to solve this problem.

the diameter d0 of a copper billet (length l0=250 mm) must be reduced from 127 mm to 60 mm. the characteristics of the material are shown in the table.

tfusion (°c) and (gpa) y (mpa) uts (mpa) a% k n c m
800 100 700 900 10 315 0.54 240 0.06

by operating a reverse extrusion (right angle matrices) the extrusion pressure with the following report has been satisfactorily estimated:

p=(σ_f )(0.8+1.3*ln r)

processing takes place at 100°c.

calculate the power needed to achieve the reverse extrusion process

not having any data of speed or time how do I get a power?

Thank you for your help!
 
You don't even know how many steps to do that.
You don't think you're going to spend 127 to 60 in one shot, do you?
Extrusion or lamination?
 
It's about drawing.

but even if the measures were minor how would I find the necessary power?
 
a few ideas but well confused, I think.
you do not have enough data, you are not sure of the process (the formulas change), you cannot make a calculation.
extrusion is something
drawing another
lamination another

for lamination I should have to have a sheet of xl that makes calculations, but I have to look for it and I fear it is protected by industrial secrets

For the rest... I know
 
the speed of deformation έ you should have it by force, otherwise how would you calculate the σ of plastic flow since the process temperature comes to you? the generalized power law is : σ (plastic flow) = c ε^n έ^m
 

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