Materials Science and Manufacturing Engineering Miscellaneous


Materials Science and Manufacturing Engineering Miscellaneous

Materials Science and Manufacturing Engineering

  1. It is desired to make a product having T-shaped cross-section from a rectangular aluminium block. Which one of the following processes is expected to provide the highest strength of the product?









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    Metal forming of Aluminimum is easy because there is negligible strain hardening in Aluminium.

    Correct Option: C

    Metal forming of Aluminimum is easy because there is negligible strain hardening in Aluminium.


  1. Engineering strain of a mild steel sample is recorded as 0.100%. The true strain is









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    Engg. strain ε =
    0.1
    100

    True strain εT = ln(1 + ε)
    = In1 +
    0.1
    100

    = 0.0009995
    εT in % = 0.0995%

    Correct Option: C

    Engg. strain ε =
    0.1
    100

    True strain εT = ln(1 + ε)
    = In1 +
    0.1
    100

    = 0.0009995
    εT in % = 0.0995%



  1. Match the following products with preferred manufacturing processes:
    ProductProcess
    P. Rails1. Blow molding
    Q. Engine crankshaft2. Extrusion
    R. Aluminium channels3. Forging
    S. PET water bottles4. Rolling









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    P–4, Q – 3, R –2, S – 1

    Correct Option: B

    P–4, Q – 3, R –2, S – 1


  1. The force requirement in a blanking operation of low carbon steel sheet is 5.0 kN. The thickness of the sheet is 't' and diameter of the blanked part is 'd'. For the same work material, if the diameter of the blanked part is increased to 1.5d and thickness is reduced to 0.4t, the new blanking force in kN is









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    Let τ be the shear stress
    F = t × d × t = 5.0 kN
    F1 = r × 1.5 d × 4 × t = .6 × 5 = 3 kN

    Correct Option: A

    Let τ be the shear stress
    F = t × d × t = 5.0 kN
    F1 = r × 1.5 d × 4 × t = .6 × 5 = 3 kN



  1. In open-die forging, a disc of diameter 200 mm and height 60 mm is compressed without any barreling effect. The final diameter of the disc is 400 mm. The true strain is









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    π
    ih1 =
    π
    2h2
    44

    (200)² × 60 = 400² × 42.
    Change is length = 45 mm
    True stain = ln
    h1
    = In
    60
    = In 4
    h215

    True strain 1.386

    Correct Option: C

    π
    ih1 =
    π
    2h2
    44

    (200)² × 60 = 400² × 42.
    Change is length = 45 mm
    True stain = ln
    h1
    = In
    60
    = In 4
    h215

    True strain 1.386