Materials Science and Manufacturing Engineering Miscellaneous


Materials Science and Manufacturing Engineering Miscellaneous

Materials Science and Manufacturing Engineering

  1. A strip of 120 mm width and 8 mm thickness is rolled between two 300 mm diameter rolls to get a strip of 120 mm width and 7.2 mm thickness. The speed of the strip at the exit is 30 m/min. There is no front or back tension. Assuming uniform roll pressure of 200 MPa in the roll bite and 100% mechanical efficiency, the minimum total power (in kW) required to drive the two rolls is _______.









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    Velocity of Neutral plane
    By applying continuity Equation
    Hn = H2 + 0.25∆H
    Hn = 7.2 + 0.25 × 0.8 = 7.4 mm
    VnHn = V2H2
    V2 → Exit velocity
    H2 → Final Height
    Vn = 29.19 m/min

    Vn =
    πDN
    60

    N =
    29.19 × 60
    = 30.98 rpm
    π × 300

    Total power = 2Tω
    Total power = 2 × 1439.9 × 2π ×
    30.98
    = 9.34 kW
    60

    Correct Option: D

    Velocity of Neutral plane
    By applying continuity Equation
    Hn = H2 + 0.25∆H
    Hn = 7.2 + 0.25 × 0.8 = 7.4 mm
    VnHn = V2H2
    V2 → Exit velocity
    H2 → Final Height
    Vn = 29.19 m/min

    Vn =
    πDN
    60

    N =
    29.19 × 60
    = 30.98 rpm
    π × 300

    Total power = 2Tω
    Total power = 2 × 1439.9 × 2π ×
    30.98
    = 9.34 kW
    60


  1. In a rolling operation using rolls of diameter 500 mm if a 25 mm thick plate cannot be reduced to less than 20 mm in one pass, the coefficient of friction between the roll and the plate is _____.









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    μ = √
    (∆h)max
    R

    ⇒ (∆h)max = 25 – 20 = 5mm
    R = 250 mm
    ∴ μ = √
    5
    = 0.1414°
    250

    Correct Option: C

    μ = √
    (∆h)max
    R

    ⇒ (∆h)max = 25 – 20 = 5mm
    R = 250 mm
    ∴ μ = √
    5
    = 0.1414°
    250



  1. In a slab rolling operation, the maximum thickness reduction (∆hmax) is given by ∆hmax = μ² . R , where R is the radius of the roll and μ is the coefficient of friction between the roll and the sheet. If μ = 0.1, the maximum angle subtended by the deformation zone at the centre of the roll (bite angle in degree) is _____.









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    θ = tan-1μ = √
    ∆h
    R

    ⇒ tan-1μ = 5.7106°

    Correct Option: A

    θ = tan-1μ = √
    ∆h
    R

    ⇒ tan-1μ = 5.7106°


  1. With respect to metal working, match Group A with Group B:
    Group A
    P. Defect in extrusion
    Q. Defect in rolling
    R. Product of skew rolling
    S. Product of rolling through cluster mill
    Group B
    I. alligatoring
    II. scab
    III.fish tail
    IV. seamless tube
    V. thin sheet with tight tolerance
    VI. semi-finished balls of ball bearing









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    P – III, Q – I, R – VI, S – V

    Correct Option: B

    P – III, Q – I, R – VI, S – V



  1. In a rolling process, the state of stress of the material undergoing deformation is









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    The material (metals) i s subjected to high compressive stress as a resort of friction between the roll and the metal suface.

    Correct Option: C

    The material (metals) i s subjected to high compressive stress as a resort of friction between the roll and the metal suface.