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Steel Design Test 3

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Steel Design Test 3
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  • Question 1
    1 / -0

    If the cost of purlins/unit area is p and the cost of roof covering/unit area is r, then cost of trusses/unit area for an economical spacing of the roof trusses will be

    Solution

    Concept:

    For economical spacing of truss,

    The cost of truss should be equal to twice the cost of purlins plus the cost of roof covering.

    t = 2p + r

    where t= cost of truss, p= cost of purlin, r = cost of the roof.

    However, the above expression is used to check the spacing of the roof truss. It can not be used to design the spacing as spacing does not occur in the equation. As a guide, the spacing of roof truss can be kept 1/4 of the span up to 15m and 1/5 of span for 15-30 m span of roof trusses.

  • Question 2
    1 / -0
    A welded plate girder of span 25 m is laterally restrained throughout its length. It has to carry- a load of 80 kN/m over the whole span besides its weight. If K = 200 and fy = 250 MPa, the thickness of web will be nearly
    Solution

    Concept:

    Economical depth of a plate girder is given by,

     \(d = {\left( {\frac{{Mk}}{{{f_y}}}} \right)^{1/3}}\)

    \(k = \frac{d}{{{t_w}}} = \frac{{depth}}{{thickness\;of\;web}}\)

    Where, M = Moment and fy = yield stress of steel.

    Calculation:

    Given,

    Load = 80 kN/m

    Span (ℓ) = 25 m

    k = 200, Fy = 250 MPa

    \(B.{M_{max}} = \frac{{w{\ell ^2}}}{8} = \frac{{80 \times {{\left( {25} \right)}^2}}}{8} = 6250\;kNm\)

    \(d = {\left( {\frac{{6250 \times {{10}^6} \times 200}}{{250}}} \right)^{1/3}} = 1710\;mm\)

    \({t_w} = \frac{d}{k} = \frac{{1710}}{{200}} = 8.55\;mm\)

    So, nearly it can be provided as t = 10 mm
  • Question 3
    1 / -0

    Consider the following with regards to intermittent fillet welds.

    I. The minimum effective length should be 40 mm or 4S whichever is more

    II. The maximum clear spacing between weld pieces shall be 12t or 200 mm whichever is minimum in case of compressing members

    III. At the ends, the longitudinal fillet welds shall not be less than the width of the member
    Solution

    The effective length of groove weld:

    As per IS: 800-2007, Clause 10.5.4.2 

    The effective length of butt weld or groove weld shall be taken as the length of the continuous full-size butt weld, but not less than four times the size of the weld or minimum of 40 mm.

    Maximum clear spacing between the effective length of the weld:

    • For the welds in compression zone = Minimum of 12 × Thickness of the weld or 200 mm
    • For the welds in tension zone = Minimum of 16 × Thickness of the weld or 200 mm

     

    Ends of the longitudinal fillet welds shall not be less than the width of the member.

  • Question 4
    1 / -0
    A 100 kN electrically operated crane (EOT) is provided on the gantry girder of an effective span of 8 m in an industrial buildings.  Now, another crane of capacity 50 kN hand-operated is provided on the same gantry girder used in some other industrial building. What would be the effective length (in m, up to three decimal places) of this gantry girder (on which 50 KN crane is provided) such that maximum vertical deflection allowed in gantry girder as per the codal provisions of IS 800:2007 remains same in both cases?
    Solution

    Concept:

    As per IS 800:2007, Table 6, the permissible deflection in Gantry girder is tabulated below:

    Category

    Maximum Deflection

    Manually operated Crane

    L/500

    EOT cranes with  capacity less than 500 kN

    L/750

    EOT cranes with  capacity more than 500 kN

    L/1000


    Calculation

    Case 1: When 100 KN electrically operated crane (EOT) is provided on the gantry girder.

    From the above table, the maximum permissible deflection, δmax­ = L/750

    Where, L is the effective span = 8 m given

    δmax = 8000/750 = 10.67 mm

    Case 2: When 50 kN hand-operated is provided on the same gantry girder

    From the above table, the maximum permissible deflection, δmax­ =  L/500.

    This deflection must be equal to 10.67 mm as  per the condition  given in the question

    ∴ 10.67 = L/500

    Effective span, L = 5.335 m

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