Calculate the maximum deflection at the center of the span

Reference no: EM133050973

MOD003415 Advanced Computer Aided Engineering - Anglia Ruskin University

Assessment

Figure below shows a prismatic beam under uniformly distributed load. Given that the Young's modulus for the beam is E = 70G Pa, Perform the inquired tasks:

(K is the last two numbers of your SID)

- Using hand calculation or otherwise find the moment of inertia and the location of the neutral axis for the beam.
- Use = My/l, where σ is the stress, M is the bending moment, y the distance I from neutral axis and I is the moment of inertia. to find the maximum stress acting in the middle of the span.

- Use Wmax = 5pl⁴/384EI

, where p is the intensity of the distributed load and l is the span length, to calculate the maximum deflection at the center of the span.

- Use ANSYS to analyse the structure and find the maximum stress and deflection at the centre of the span.

- Compare the analytical and CAE results. Comment on the differences and the potential reasons for errors.

1396_Computer Aided Engineering1.jpg

Cross- Part of the beam

Attachment:- Beam.rar

Reference no: EM133050973

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