It is desirable to produce a cylindrical steel bar (1040 steel) with min. tensile strength (TS) = 865 MPa, a ductility of at least 10 (%EL = 10) and a diam. of 6.3 mm. What we have available are bars of 8 mm which are deformed 20%. (%CW = 20.) Show the procedure needed to achieve the properties described above. Assume that the steel bar can withstand a CW = 40% before failure occurs.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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It is desirable to produce a cylindrical steel bar (1040 steel) with min. tensile strength (TS) =
865 MPa, a ductility of at least 10 (%EL = 10) and a diam. of 6.3 mm. What we have available
are bars of 8 mm which are deformed 20%. (%CW = 20.) Show the procedure needed to
achieve the properties described above. Assume that the steel bar can withstand a CW =
40% before failure occurs.
Transcribed Image Text:It is desirable to produce a cylindrical steel bar (1040 steel) with min. tensile strength (TS) = 865 MPa, a ductility of at least 10 (%EL = 10) and a diam. of 6.3 mm. What we have available are bars of 8 mm which are deformed 20%. (%CW = 20.) Show the procedure needed to achieve the properties described above. Assume that the steel bar can withstand a CW = 40% before failure occurs.
Expert Solution
Step 1

Given Data

  • The required diameter is:Dd=6.3 mm
  • The available diamter is:Do=8 mm
  • The ductility is:Ductility=10%EL
  • The deformation is:%CW=20%

Nwo let us check how much excess CW is to be done on the avilable steel material ,

%CW=Ao-AdAo×100%CW=Do2-Dd2Do2×100%CW=82-6.3282×100%CW=37.98%

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