Design Calculations for Structure

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    DESIGN CALCULATIONS FOR THE RECTANGULAR SHADE STRUCTURE

    I. General

    1. Design PhilosophyThe purpose of this calculation is to design the shade structure for its integrity, strength

    and stability verification. The result of this conclusion is that the structure considered

    adequate in meeting the required of design criteria.

    2. Unit of Measurement

    Unit of measurement in design shall be in Metric system.

    II. Design Calculations

    1. Design Code and reference:

    BS 5950: Structural use of Steel. Code of practice for steel design

    BS 8110: Structural use of Concrete. Code of practice for concrete designWind loads as per CP3

    STAAD Structural Program for calculations.

    2. Materials

    Steel Columns - Pipes of OD 168mm with 4mm thick

    Horizontal, Curved and Connecting members,Steel Pipes of OD 60mm with 3.2mm thick

    Small Vertical Pipe of OD 48mm with 3.2mm thick

    The modulus of elasticity of steel E = 210000 N/mm2Ultimate Bending stress steel Po - = 275 MPa = 275 N/mm

    2

    Ultimate Tensile Stress steel Pa = 435 MPa = 435 N/mm

    2

    Ultimate Shear Stress steel Pv = 0.6X Po = 0.6X275 = 165 MPa = 165 N/mm2

    All bolts used shall be grade 8.8 or high yield.

    3. Loading

    Dead Load Self weight is considered

    Dead Load Fabric Load (350 gm/Sqm)

    Wind loads (WL) calculated as per CP3: ch.V

    The canopy is located at a height of 3.0m.

    Basic wind speed assumed as 45 m/s.

    Basic wind speed V = 45.0 m/sec

    Design wind speed Vs = V x S1 x S2 x S3

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    Where,

    Topography factor, S1 = 1.0

    For the calculation of S2, ground roughness, building size and height above ground,

    factor S2 = 0.74, as per CP3: Chapter V: Part 2, Clause 3 (Country with many windbreaks; small towns; outskirts of large cities), class C for 10m average height.

    Statistical factor, S3 = 1.0

    Design wind speed Vs = 45.0 x 1.0 x 0.74 x 1.0

    Design wind speed Vs = 33.3 m/sec

    Wind pressure q = k Vs2

    K constant = 0.613

    Wind pressure q = 0.613 x (33.3)2

    Wind pressure q = 680 N/m2 or 0.68 KN/m2

    Wind Pressure q = 0.68 KN/m2

    The maximum and minimum pressure co-efficients are,

    Cp = +0.7, and -0.7,

    Net wind uplift Pressure = Cp X q

    Net wind uplift Pressure = -0.70 X 0.68 = 0.476 KN/m2

    Net wind Pressure = Cp X q

    Net wind Pressure q = 0.70 x 0.68 = 0.476 KN/m2

    4. Load Combinations

    Design & Ultimate factors are considered.

    as per BS standard,

    UL = 1.40 DL + 1.4 WL

    UL = 1.0 DL + 0.8 WL

    5. Design Method

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    The shade structure with a span of 8.0m and width is considered and as shown and the

    average centre to centre spacing between the pipes is considered as 8.0m.

    Loads are calculated on the spacing between the structures which are as follows:

    Dead Loads:

    a) Self Weight to be checked from the program

    Dead Load = 0.035 X 8.0 = 0.28 KN/m

    Wind Loads:

    a) Uplift wind load = 0.476 X 8.0 = 3.81 KN/m

    b) Downward wind load = 0.476 X 8.0 = 3.81KN/m

    To check the maximum length of the canopy structure against all the above loadingcombination and to be on factor of safety (see attached calculations made by the

    structural program STAADPRO).

    6. Conclusion:

    All the materials used in the shade structure for all spans are structurally sufficient andmeets its intended purpose.