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Structural Analysis and Structural Analysis Techniques - Leeds Beckett University
Part 1:
i. A simply supported beam supports a trapezoidal loading distribution - see Figure 1.A [over]. In terms of ‘x ‘, develop shear force and bending moment expressions for this arrangement and calculate the (numerical) values of the shear force and bending moment at the following locations:
x = 3m and x = 8m
ii. At a later date, an additional 50 kN central point load is added to the trapezoidal loading distribution - see Figure 1.B [over]. In terms of ‘ x ‘, develop shear force and bending moment expressions for the range 5m ≤ x ≤ 10m and calculate the (numerical) values of shear force and bending moment at the location: x = 8m.
Part 2:
The simply-supported beam arrangement shown in Figure 2 [over] has a flexural rigidity, EI, of 180000 kNm2. Based on this arrangement:i. Evaluate the deflection expression for the loaded beamii. Identify the location of the maximum deflection in Span B-C to 2 decimal placesiii. Determine the numerical values of the maximum deflection in Span B-C and also at the free-end of the cantilever (i.e. where ‘ x ‘ = 0 m)
Attachment:- Structural Analysis coursework brief.rar
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